The document provides a yearly lesson plan for mathematics form 5 covering January to April 2016. It includes the chapters, objectives, activities and teaching aids for each week. Some of the chapters covered are number bases, matrices, variations, bearing, earth as a sphere, graphs of functions. The plan outlines what will be taught each week, including discussions, explanations and emphasizing formulas and concepts. It also schedules tests and extra classes to be held during this period.
KOORDINAT KARTESIUS (sumbu x, sumbu-y, titik asal (0, 0) & titik tertentu (a,...Shinta Novianti
Materi: Koordinat Kartesius
Sub Materi: sumbu x, sumbu-y, titik asal (0, 0) & titik tertentu (a,b)
MATEMATIKA
Kelas 7
TP 2021/2022
#pjj
#sn
#jhs
Sumber Buku: e-book MTK BS Kls 8 edisi revisi 2017
This document contains a test for the Caribbean Examinations Council Secondary Education Certificate examination in Mathematics from January 2010. The test has two sections, with Section I containing 7 compulsory questions and Section II containing 2 questions to choose from. The questions cover topics such as algebra, geometry, trigonometry, vectors and matrices. The test instructions specify the time allowed, materials permitted, and that working must be clearly shown.
The document contains a mathematics exam paper with 14 pages. It consists of two sections - Section A with 52 marks and Section B with 14 marks. Section A contains 12 multiple choice questions. Various formulas are provided that may help in answering the questions, including formulas for algebra, geometry, trigonometry and calculus.
[END SUMMARY]
Course Descriptions of Language Subject Areas and Goals of Language Teaching
English Elementary
English Secondary
Filipino Elementarya
Filipino Sekondarya
This document contains assessment plans for various subjects and grades at Mondlane J school in three terms. In Term 4, students in Grade 4 will have Social Science tests on geography and history topics, assessing their understanding of water in South Africa and changes in communication methods over time. In Term 6, Grade 6 students will have a science test on the solar system, and complete a project designing a vehicle that moves using wheels and axles. They will also have a Life Skills test on health and the environment. In Term 7, Grade 7 students will have a Technology test and complete a mini-PAT project to design and model an emergency shelter.
This weekly plan outlines the English lessons for 6th grade students from March 5-9, 2012. [1] The lessons focus on practicing the alphabet, classroom language expressions, and greetings/farewells. [2] Activities include singing the alphabet chant, a bingo game to identify letters, role-playing greetings, and classifying formal and informal expressions. [3] Assessment strategies are formative, such as identifying letters and spelling words, as well as summative like an oral and written alphabet test on Friday.
This document provides the yearly lesson plan for Form Four science students in 2013 at SMK Mambuau. It outlines the learning objectives, suggested activities, outcomes, and vocabulary for each week over the first term. The topics covered include scientific investigation, the nervous system, heredity, variation, and genetics. Students will learn about topics like the scientific method, body coordination, cell division, inheritance, sex determination, and genetic research through activities, discussions, videos, and simulations. The goal is for students to understand these core concepts and their real-world applications and impacts.
KOORDINAT KARTESIUS (sumbu x, sumbu-y, titik asal (0, 0) & titik tertentu (a,...Shinta Novianti
Materi: Koordinat Kartesius
Sub Materi: sumbu x, sumbu-y, titik asal (0, 0) & titik tertentu (a,b)
MATEMATIKA
Kelas 7
TP 2021/2022
#pjj
#sn
#jhs
Sumber Buku: e-book MTK BS Kls 8 edisi revisi 2017
This document contains a test for the Caribbean Examinations Council Secondary Education Certificate examination in Mathematics from January 2010. The test has two sections, with Section I containing 7 compulsory questions and Section II containing 2 questions to choose from. The questions cover topics such as algebra, geometry, trigonometry, vectors and matrices. The test instructions specify the time allowed, materials permitted, and that working must be clearly shown.
The document contains a mathematics exam paper with 14 pages. It consists of two sections - Section A with 52 marks and Section B with 14 marks. Section A contains 12 multiple choice questions. Various formulas are provided that may help in answering the questions, including formulas for algebra, geometry, trigonometry and calculus.
[END SUMMARY]
Course Descriptions of Language Subject Areas and Goals of Language Teaching
English Elementary
English Secondary
Filipino Elementarya
Filipino Sekondarya
This document contains assessment plans for various subjects and grades at Mondlane J school in three terms. In Term 4, students in Grade 4 will have Social Science tests on geography and history topics, assessing their understanding of water in South Africa and changes in communication methods over time. In Term 6, Grade 6 students will have a science test on the solar system, and complete a project designing a vehicle that moves using wheels and axles. They will also have a Life Skills test on health and the environment. In Term 7, Grade 7 students will have a Technology test and complete a mini-PAT project to design and model an emergency shelter.
This weekly plan outlines the English lessons for 6th grade students from March 5-9, 2012. [1] The lessons focus on practicing the alphabet, classroom language expressions, and greetings/farewells. [2] Activities include singing the alphabet chant, a bingo game to identify letters, role-playing greetings, and classifying formal and informal expressions. [3] Assessment strategies are formative, such as identifying letters and spelling words, as well as summative like an oral and written alphabet test on Friday.
This document provides the yearly lesson plan for Form Four science students in 2013 at SMK Mambuau. It outlines the learning objectives, suggested activities, outcomes, and vocabulary for each week over the first term. The topics covered include scientific investigation, the nervous system, heredity, variation, and genetics. Students will learn about topics like the scientific method, body coordination, cell division, inheritance, sex determination, and genetic research through activities, discussions, videos, and simulations. The goal is for students to understand these core concepts and their real-world applications and impacts.
1. This document outlines the yearly lesson plan for mathematics for Form 5 students at SMK BKIT SAUJANA in 2010.
2. The plan spans 4 terms from January to November and covers 10 topics including number bases, graphs of functions, transformations, matrices, variations, plan and elevation, gradient and area under a graph, probability, bearing, and the earth as a sphere.
3. For each topic, the plan lists the number of weeks, expected objective and subjective minimum practice ratios, supporting materials, and intended use of information and communication technology.
This unit plan outlines a lesson on how different countries celebrate Halloween. The unit goals are for students to compare and contrast Halloween traditions in different cultures and learn how to cite sources online. Students will research traditions, take a quiz, and create flashcards. They will also work in groups to generate questions about readings on posters and present to the class. The unit assessments include an entry-level writing, formative quiz and discussion, and a summative multiple choice exam and poster presentation. Lessons include activities where students research specific websites, fill out a graphic organizer on their learning, and generate questions for their group posters.
This document contains information about a mathematics exam for Form 5 students at Tunku Besar Burhanuddin Secondary School in Negeri Sembilan, Malaysia. The exam will take place in May 2010 and consists of 40 multiple choice questions to be completed in 1 hour and 15 minutes. The document provides formulas and concepts that may be useful for answering the questions. It also contains instructions for students on how to fill in the answer sheet.
This lesson plan is for a 3rd grade Spanish class. It focuses on reading suspense literature and describing characters' moods. Over 3 sessions, students will work on an "Emotionary" project where they propose and write examples of emotional situations, organize the examples, and present their Emotionaries. They will read narratives, use comprehension strategies to understand characters' moods, and relate moods to specific moments. Students will work in pairs and groups, analyzing songs and cutting/pasting pictures and sentences to create brochures displaying different emotions. Assessments include worksheets, their product, and a quiz to evaluate their understanding of narrative elements and vocabulary. The goal is for students to use various strategies to understand narratives
This document provides a yearly lesson plan for Science Form 4 in Malaysia for the year 2016. It outlines the topics, learning outcomes, and scientific attitudes and noble values for each week over two terms. The first term covers topics such as scientific investigation, body coordination, heredity and variation, and matter and substance. The second term addresses energy and chemical changes. Each week focuses on different subtopics and provides three levels of learning outcomes. Scientific attitudes and noble values cultivated include being cooperative, appreciating science, and having critical thinking.
This chapter discusses key concepts related to straight lines including:
1) Gradient represents the steepness of a line and is calculated by the rise over run between two points;
2) Gradient can be positive, negative, or undefined based on the line's direction;
3) The equation of a straight line can be written in slope-intercept or point-slope form using the gradient and a point;
4) Lines are parallel if they have the same gradient.
The daily lesson plan is for a Year 3 class on being healthy. The 60 minute lesson will involve students singing a song about foods, filling in blanks in the song lyrics, and discussing examples of healthy and unhealthy foods in groups. The objectives are for students to sing the song with correct pronunciation, list examples of healthy and junk foods, and fill in 4 out of 6 blanks in the song correctly. The lesson will begin with an introduction on foods, presenting pictures, playing the song twice while students fill in the worksheet, discussing the filled worksheet, and ending by having student groups list examples of healthy and junk foods.
Mathematics Mid Year Form 4 Paper 1 Mathematicssue sha
This document provides a summary of key concepts in mathematics form 4, including:
1) Rounding numbers and expressing them in scientific notation.
2) Performing calculations with scientific notation numbers, such as addition/subtraction.
3) Factoring expressions and solving quadratic equations.
4) Calculating gradients of lines from graphs.
5) Working with sets, subsets, and Venn diagrams.
This document discusses microorganisms and contains several activities:
1. An exercise with true/false and multiple choice questions about microorganisms, including that they are living things, are tiny, and can be seen with a microscope.
2. A true/false activity about microorganisms, including that some can be seen with the naked eye and undergo life processes like humans.
3. A fill-in-the-blank activity about microorganisms undergoing life processes and their different shapes, sizes, and viewing with microscopes.
4. An activity to classify types of microorganisms like bacteria, fungi, protozoa, and algae.
5. A fill-
This document contains a lesson plan for a Grade 5 mathematics class on comparing fractions. The lesson plan has four main parts: objectives, content and materials, procedure, and evaluation. The objectives are for students to be able to compare fractions using illustrations, compare fractions with the same denominator, and apply fraction comparison to word problems. The procedure section provides examples for students to compare various fractions using illustrations and identify patterns. The evaluation section asks students to compare more fractions using illustrations and symbols, and solve word problems involving fraction comparisons.
1) The document discusses the five basic human senses - touch, taste, smell, sight, and hearing. It describes the sensory organs associated with each sense and the stimuli they detect.
2) It then focuses on the senses of touch, smell, and taste. It provides details on the skin and its sensitivity levels, the nasal cavity and smell receptors, and the tongue and taste buds.
3) The document emphasizes how the senses work together, like how taste and smell interact to determine flavor. It also gives examples of how sensory abilities are used, like how blind people use touch to read Braille.
Lesson plan in_technology_and_livelihood_education_1[1]mishielannates
The lesson plan aims to teach students about the importance of proper nutrition and good health. It includes objectives, content, procedures, and evaluation. The procedures involve motivation, lecture, discussion, application activities, and assignments. The lesson compares malnutrition and optimum nutrition, and teaches students to classify and identify sources of different nutrients.
The lesson plan discusses flatware used in food service. It defines flatware as table utensils like forks, spoons, and knives that are fairly flat in design. The plan lists over 20 types of flatware such as dinner forks, fish forks, soup spoons, and gravy spoons. It explains the uses of different flatware for serving foods from escargot to cakes. Students will learn to identify types of flatware, define several, and understand their proper uses in meals.
The document provides a semi-detailed lesson plan about patterns of business ownership including sole proprietorship, partnership, and corporation. The objectives are for students to identify the basic patterns, differentiate between sole proprietorship and partnership and corporation and cooperative, and explain the importance of having a business. The lesson plan involves preliminary activities, a review game, and a motivation activity before teaching the patterns through a group activity and presentation. Students will then generalize what they learned and discuss values. An evaluation concludes the lesson plan.
The document contains instructions and diagrams for 6 mathematics problems involving plans and elevations of 3D shapes. Students are asked to draw the plans and elevations of prisms, combined prisms, and prisms with half-cylinders attached. The problems involve multiple steps of interpreting diagrams, identifying corresponding sides between views, and drawing the views to scale.
Semi Detailed Lesson Plan in T.L.E, CookeryQA Ilagan
The document provides a detailed lesson plan for teaching students how to make royal icing. The objectives are for students to describe and properly make royal icing, and understand its career benefits. The lesson will involve motivating students with pictures, presenting the tools, ingredients and procedure for making royal icing, and having students make it in groups. Students will then be evaluated on the texture, taste, teamwork, speed and presentation of their icing.
This lesson plan summarizes a lesson for teaching a poem by Ralph Waldo Emerson called "The Rhodora." The objectives are for students to understand the message of the poem and identify the writer's purpose. It includes activities like defining difficult vocabulary through context clues. The lesson provides background on Emerson's life using an acronym of his name and dates. It has preliminary activities like prayer, attendance, and a matching exercise to unlock meanings of words.
The document provides a detailed lesson plan for teaching English to first year secondary students about the four types of sentences: declarative, interrogative, imperative, and exclamatory. The plan outlines objectives, materials, procedures, activities, and evaluation. It includes examples of each sentence type from a song about loving children. The lesson introduces the concepts and has students practice identifying and constructing different sentence types through group work, role playing, and an assignment.
1. The document discusses the classification of organisms and their sensory organs.
2. It describes the five senses in humans and the sensory organs associated with each sense. The pathways from stimulus to response are also explained.
3. Various plant responses like tropism, nastic movements and their stimuli are mentioned.
Grade 9 Learning Module in Math - Module 1 and 2R Borres
This document provides an introduction and overview of Module 1 of the Grade 9 Mathematics learning module, which covers quadratic equations and inequalities. The module contains 7 lessons that illustrate quadratic equations, teach various methods for solving quadratic equations, examine the nature of quadratic equation roots, explore relationships between quadratic equation coefficients and roots, solve equations transformable to quadratic equations, apply quadratic equations to problem solving, and cover quadratic inequalities. The lessons aim to help students understand the many real-world applications of quadratic equations and inequalities.
1. This document outlines the yearly lesson plan for mathematics for Form 5 students at SMK BKIT SAUJANA in 2010.
2. The plan spans 4 terms from January to November and covers 10 topics including number bases, graphs of functions, transformations, matrices, variations, plan and elevation, gradient and area under a graph, probability, bearing, and the earth as a sphere.
3. For each topic, the plan lists the number of weeks, expected objective and subjective minimum practice ratios, supporting materials, and intended use of information and communication technology.
This unit plan outlines a lesson on how different countries celebrate Halloween. The unit goals are for students to compare and contrast Halloween traditions in different cultures and learn how to cite sources online. Students will research traditions, take a quiz, and create flashcards. They will also work in groups to generate questions about readings on posters and present to the class. The unit assessments include an entry-level writing, formative quiz and discussion, and a summative multiple choice exam and poster presentation. Lessons include activities where students research specific websites, fill out a graphic organizer on their learning, and generate questions for their group posters.
This document contains information about a mathematics exam for Form 5 students at Tunku Besar Burhanuddin Secondary School in Negeri Sembilan, Malaysia. The exam will take place in May 2010 and consists of 40 multiple choice questions to be completed in 1 hour and 15 minutes. The document provides formulas and concepts that may be useful for answering the questions. It also contains instructions for students on how to fill in the answer sheet.
This lesson plan is for a 3rd grade Spanish class. It focuses on reading suspense literature and describing characters' moods. Over 3 sessions, students will work on an "Emotionary" project where they propose and write examples of emotional situations, organize the examples, and present their Emotionaries. They will read narratives, use comprehension strategies to understand characters' moods, and relate moods to specific moments. Students will work in pairs and groups, analyzing songs and cutting/pasting pictures and sentences to create brochures displaying different emotions. Assessments include worksheets, their product, and a quiz to evaluate their understanding of narrative elements and vocabulary. The goal is for students to use various strategies to understand narratives
This document provides a yearly lesson plan for Science Form 4 in Malaysia for the year 2016. It outlines the topics, learning outcomes, and scientific attitudes and noble values for each week over two terms. The first term covers topics such as scientific investigation, body coordination, heredity and variation, and matter and substance. The second term addresses energy and chemical changes. Each week focuses on different subtopics and provides three levels of learning outcomes. Scientific attitudes and noble values cultivated include being cooperative, appreciating science, and having critical thinking.
This chapter discusses key concepts related to straight lines including:
1) Gradient represents the steepness of a line and is calculated by the rise over run between two points;
2) Gradient can be positive, negative, or undefined based on the line's direction;
3) The equation of a straight line can be written in slope-intercept or point-slope form using the gradient and a point;
4) Lines are parallel if they have the same gradient.
The daily lesson plan is for a Year 3 class on being healthy. The 60 minute lesson will involve students singing a song about foods, filling in blanks in the song lyrics, and discussing examples of healthy and unhealthy foods in groups. The objectives are for students to sing the song with correct pronunciation, list examples of healthy and junk foods, and fill in 4 out of 6 blanks in the song correctly. The lesson will begin with an introduction on foods, presenting pictures, playing the song twice while students fill in the worksheet, discussing the filled worksheet, and ending by having student groups list examples of healthy and junk foods.
Mathematics Mid Year Form 4 Paper 1 Mathematicssue sha
This document provides a summary of key concepts in mathematics form 4, including:
1) Rounding numbers and expressing them in scientific notation.
2) Performing calculations with scientific notation numbers, such as addition/subtraction.
3) Factoring expressions and solving quadratic equations.
4) Calculating gradients of lines from graphs.
5) Working with sets, subsets, and Venn diagrams.
This document discusses microorganisms and contains several activities:
1. An exercise with true/false and multiple choice questions about microorganisms, including that they are living things, are tiny, and can be seen with a microscope.
2. A true/false activity about microorganisms, including that some can be seen with the naked eye and undergo life processes like humans.
3. A fill-in-the-blank activity about microorganisms undergoing life processes and their different shapes, sizes, and viewing with microscopes.
4. An activity to classify types of microorganisms like bacteria, fungi, protozoa, and algae.
5. A fill-
This document contains a lesson plan for a Grade 5 mathematics class on comparing fractions. The lesson plan has four main parts: objectives, content and materials, procedure, and evaluation. The objectives are for students to be able to compare fractions using illustrations, compare fractions with the same denominator, and apply fraction comparison to word problems. The procedure section provides examples for students to compare various fractions using illustrations and identify patterns. The evaluation section asks students to compare more fractions using illustrations and symbols, and solve word problems involving fraction comparisons.
1) The document discusses the five basic human senses - touch, taste, smell, sight, and hearing. It describes the sensory organs associated with each sense and the stimuli they detect.
2) It then focuses on the senses of touch, smell, and taste. It provides details on the skin and its sensitivity levels, the nasal cavity and smell receptors, and the tongue and taste buds.
3) The document emphasizes how the senses work together, like how taste and smell interact to determine flavor. It also gives examples of how sensory abilities are used, like how blind people use touch to read Braille.
Lesson plan in_technology_and_livelihood_education_1[1]mishielannates
The lesson plan aims to teach students about the importance of proper nutrition and good health. It includes objectives, content, procedures, and evaluation. The procedures involve motivation, lecture, discussion, application activities, and assignments. The lesson compares malnutrition and optimum nutrition, and teaches students to classify and identify sources of different nutrients.
The lesson plan discusses flatware used in food service. It defines flatware as table utensils like forks, spoons, and knives that are fairly flat in design. The plan lists over 20 types of flatware such as dinner forks, fish forks, soup spoons, and gravy spoons. It explains the uses of different flatware for serving foods from escargot to cakes. Students will learn to identify types of flatware, define several, and understand their proper uses in meals.
The document provides a semi-detailed lesson plan about patterns of business ownership including sole proprietorship, partnership, and corporation. The objectives are for students to identify the basic patterns, differentiate between sole proprietorship and partnership and corporation and cooperative, and explain the importance of having a business. The lesson plan involves preliminary activities, a review game, and a motivation activity before teaching the patterns through a group activity and presentation. Students will then generalize what they learned and discuss values. An evaluation concludes the lesson plan.
The document contains instructions and diagrams for 6 mathematics problems involving plans and elevations of 3D shapes. Students are asked to draw the plans and elevations of prisms, combined prisms, and prisms with half-cylinders attached. The problems involve multiple steps of interpreting diagrams, identifying corresponding sides between views, and drawing the views to scale.
Semi Detailed Lesson Plan in T.L.E, CookeryQA Ilagan
The document provides a detailed lesson plan for teaching students how to make royal icing. The objectives are for students to describe and properly make royal icing, and understand its career benefits. The lesson will involve motivating students with pictures, presenting the tools, ingredients and procedure for making royal icing, and having students make it in groups. Students will then be evaluated on the texture, taste, teamwork, speed and presentation of their icing.
This lesson plan summarizes a lesson for teaching a poem by Ralph Waldo Emerson called "The Rhodora." The objectives are for students to understand the message of the poem and identify the writer's purpose. It includes activities like defining difficult vocabulary through context clues. The lesson provides background on Emerson's life using an acronym of his name and dates. It has preliminary activities like prayer, attendance, and a matching exercise to unlock meanings of words.
The document provides a detailed lesson plan for teaching English to first year secondary students about the four types of sentences: declarative, interrogative, imperative, and exclamatory. The plan outlines objectives, materials, procedures, activities, and evaluation. It includes examples of each sentence type from a song about loving children. The lesson introduces the concepts and has students practice identifying and constructing different sentence types through group work, role playing, and an assignment.
1. The document discusses the classification of organisms and their sensory organs.
2. It describes the five senses in humans and the sensory organs associated with each sense. The pathways from stimulus to response are also explained.
3. Various plant responses like tropism, nastic movements and their stimuli are mentioned.
Grade 9 Learning Module in Math - Module 1 and 2R Borres
This document provides an introduction and overview of Module 1 of the Grade 9 Mathematics learning module, which covers quadratic equations and inequalities. The module contains 7 lessons that illustrate quadratic equations, teach various methods for solving quadratic equations, examine the nature of quadratic equation roots, explore relationships between quadratic equation coefficients and roots, solve equations transformable to quadratic equations, apply quadratic equations to problem solving, and cover quadratic inequalities. The lessons aim to help students understand the many real-world applications of quadratic equations and inequalities.
This document is a draft of a mathematics learning module for grade 9 students in the Philippines. It introduces the module on quadratic equations and inequalities, which will cover illustrating and solving quadratic equations and inequalities through various methods. The module consists of 7 lessons that will teach students to solve quadratic equations by extracting square roots, factoring, completing the square, and using the quadratic formula. Students will also learn about the nature of roots, the sum and product of roots, and how to solve equations transformable to quadratic equations. The lessons will have students apply these concepts to solve problems involving quadratic equations, inequalities, and rational algebraic equations.
K TO 12 GRADE 9 LEARNER’S MATERIAL IN MATHEMATICSLiGhT ArOhL
This document is a draft of a mathematics learning module for grade 9 students in the Philippines. It introduces the module on quadratic equations and inequalities, which will cover illustrating and solving quadratic equations and inequalities through various methods. The module consists of 7 lessons that will teach students to solve quadratic equations by extracting square roots, factoring, completing the square, and using the quadratic formula. Students will also learn about the nature of roots, the sum and product of roots, and how to solve equations transformable to quadratic equations. The lessons will have students apply these concepts to solve problems involving quadratic equations, inequalities, and rational algebraic equations.
This document contains a draft of a mathematics learning module on quadratic equations and inequalities for grade 9 students in the Philippines. It introduces the topic and outlines the lessons to be covered, including illustrating quadratic equations, solving quadratic equations using various methods, examining the nature of roots, and applying quadratic equations and inequalities to solve problems. It provides a pre-assessment for students to check their prior knowledge on these concepts and includes sample problems to solve.
This document is a draft of a mathematics learning module for grade 9 students in the Philippines. It introduces the module on quadratic equations and inequalities, which will cover illustrating and solving quadratic equations and inequalities through various methods. The module consists of 7 lessons that will teach students to solve quadratic equations by extracting square roots, factoring, completing the square, and using the quadratic formula. Students will also learn about the nature of roots, the sum and product of roots, and how to solve equations transformable to quadratic equations. The lessons will have students apply these concepts to solve problems involving quadratic equations, inequalities, and rational algebraic equations.
This document is a draft of a mathematics learning module for grade 9 students in the Philippines. It covers quadratic equations, quadratic functions, and quadratic inequalities. The module is divided into lessons that will teach students to illustrate, solve, analyze properties of, and apply quadratic equations, functions and inequalities. It includes pre-assessment questions to evaluate students' prior knowledge on these topics. The document provides learning objectives for each lesson, as well as examples and practice problems for students to work through. It aims to help students understand the real-world applications of quadratic mathematics.
This document contains a draft of a mathematics learning module on quadratic equations and inequalities for grade 9 students in the Philippines. It introduces the topic and outlines the lessons to be covered, including illustrating quadratic equations, solving quadratic equations using various methods, examining the nature of roots, and applying quadratic equations and inequalities to solve problems. It provides a pre-assessment for students to check their prior knowledge on these concepts and includes sample problems to solve.
This document is a draft of a mathematics learning module for grade 9 students in the Philippines. It introduces the module on quadratic equations and inequalities, which will cover illustrating and solving quadratic equations and inequalities through various methods. The module consists of 7 lessons that will teach students to solve quadratic equations by extracting square roots, factoring, completing the square, and using the quadratic formula. Students will also learn about the nature of roots, the sum and product of roots, and how to solve equations transformable to quadratic equations. The lessons will have students apply these concepts to solve problems involving quadratic equations, inequalities, and rational algebraic equations.
This document outlines the syllabus for Mathematics for Class 9. It will include one exam paper lasting 2.5 hours with 80 marks for questions and 20 marks for internal assessment. The paper will be divided into two sections of 40 marks each, with Section I containing short answer questions and Section II requiring students to answer 4 out of 7 longer questions. The syllabus covers topics such as arithmetic, algebra, geometry, trigonometry, coordinate geometry, commercial mathematics, and statistics. Suggested assignments for internal assessment include conducting surveys, planning routes, running businesses, and experiments related to circles and formulas for area, volume, and surface area.
The document provides a yearly lesson plan for mathematics for Form Three students in 2016. It covers 11 topics taught over 17 weeks, including lines and angles, polygons, circles, statistics, indices, algebraic expressions, formulae, solid geometry, and scale drawings. Each week lists the learning objectives, outcomes, and 21st century learning skills. The plan aims to help students understand key mathematical concepts and solve problems by applying the concepts.
MATH 5 PPT Q3 W5 - Lesson 69 - Visualizes And Describes Solid Figures.pptcatherinegaspar
1) The lesson teaches students about solid figures or spatial figures through various activities. It defines spatial figures as three-dimensional figures made up of plane figures joined together to form a closed shape.
2) Students play games to identify and calculate the perimeter and area of different plane figures. They also play a concentration game to match spatial figures with their names.
3) An activity has students observe real-world objects outside and identify which spatial figures they resemble. They discuss what spatial figures have in common.
Here are some possible responses to the questions:
1. To prepare the design of one of the fixtures, I would first sketch out a rough draft of the fixture from different angles to visualize its overall shape and dimensions. I would then refine the sketch, carefully measuring and labeling all relevant parts.
2. [The student provides a detailed technical drawing of a proposed fixture design with measurements.]
3. The drawing illustrates the following parts with their measurements: top surface (30cm x 50cm), two side panels (30cm x 20cm), back panel (30cm x 20cm), four legs (10cm x 10cm x 30cm).
4. The design involves mathematical concepts such as:
- Dimensions
The document provides study material for mathematics for class 10 students of Kendriya Vidyalaya Sangathan. It was prepared by the Patna regional office in accordance with instructions from KVS headquarters. The study material aims to help students understand concepts well and meet quality expectations. It was prepared under the guidance of the Deputy Commissioner with contributions from teachers of KV No. 2 Gaya.
This mathematics trial HSC exam contains two sections worth a total of 101 marks. Section I is multiple choice worth 10 marks and allows 15 minutes. Section II contains longer answer questions worth 91 marks and allows around 2 hours and 45 minutes. Questions cover a range of math topics including differentiation, statistics, algebra, integration, series, trigonometry, logarithms and exponentials, and probability. Students are provided with a reference sheet and calculators approved by NESA may be used. Relevant working must be shown for questions 11-34.
Math 095 Final Exam Review (updated 102811) This .docxandreecapon
Math 095 Final Exam Review (updated 10/28/11)
This review is an attempt to provide a comprehensive review of our course concepts and problem types, but there
is no guarantee the final will only include problems like in this review. This is a good starting point in your review
for the final, but you should also study the textbook, your notes and homework.
Module I – Sections 1.1, 1.6, 2.1, 2.2, 2.3
1. Consider the graph of the function f to the right.
a) How can you tell the graph represents a
function?
b) What is the independent variable?
c) What is the dependent variable?
d) What is the value of
(6)f ?
( 2)f ?
e) For what values of x is ( ) 2f x ?
f) What is the domain of the function?
g) What is the range of the function?
- 2
- 1
2
6
5
4
3
1
654321- 1- 2
x
y
2. Do the tables represent functions? How do you know?
a) b)
3. The graph at right represents a scattergram and a linear model for the number of companies on the NASDAQ1 stock
market between 1990 and 1999, where n represents the number of companies t years after 1990.
a) Using the linear model, in what year were there
approximately 3500 companies?
b) What is the n-intercept of the linear model and what
does it mean?
c) What is the t-intercept and what does it mean?
d) From the linear model, what would you predict the
number of companies to be in the year 1996?
x 3 5 7 3 5
y 2 6 8 9 6
x 5 4 2 1 0
y 2 6 8 9 6
Years since 1990
0 2 4 6 108 12
1
2
3
4
N
um
b
er
o
f
co
m
p
an
ie
s
(t
h
o
us
an
ds
)
Number of Companies on the Nasdaq Stock Market
between 1990 and 1999n
t
5
Online MTH095 Final Review 2
KA 10/28/2011
4. Find a linear equation of the line that passes through the given pairs of points.
a) (3, 5) and (7,1)
b) (4, 6) and (2, 0)
5. The average consumption of sugar in the U.S. increased from 26 pounds per person in 1986 to 136 pounds per person
in 2006. Let p be the average number of pounds consumed t years after 1980. Find an equation of a linear model that
describes the data.
6. If 2( ) 2 4f x x , find the following.
a) ( 3)f
b) (0)f
c) (5.2)f
Module 2 – Sections 4.1, 4.2, 4.3, 4.4, 4.5
7. Simplify each of the following and write without negative exponents.
a)
2
3
4
y
b)
2 36
1 4
x y
x y
c) 252 25 xxx
d)
4
10
p
8. Simplify each expression using the laws of exponents. Write the answers with positive exponents.
a) 2 43 35 3x x
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This document provides an index and overview of a mathematics question bank and worksheets for Class 10. It contains chapters on real numbers, polynomials, linear equations, quadratic equations, arithmetic progressions, triangles, coordinate geometry, trigonometry, applications of trigonometry, circles, constructions, areas related to circles, surface areas and volumes, statistics, and probability. Each chapter includes multiple choice question worksheets and practice questions. Key formulas and concepts are provided for real numbers. The document is dedicated to the author's late father and prepared by M.S. KumarSwamy, a teacher of mathematics.
This document contains a table of specifications for a summative test in English 6 at San Juan Integrated School for the third quarter of the school year 2020-2021. It outlines the modules, competencies, number of days taught, number of test items, percentage of items from each cognitive level, and the placement of items based on Bloom's taxonomy. The test will contain 20 multiple choice items, with 50% of items assessing understanding and 50% assessing application and higher-order thinking skills. It will cover the competencies of presenting viewpoints on an issue coherently, identifying word meanings from context clues, and identifying proper nouns.
How to Fix the Import Error in the Odoo 17Celine George
An import error occurs when a program fails to import a module or library, disrupting its execution. In languages like Python, this issue arises when the specified module cannot be found or accessed, hindering the program's functionality. Resolving import errors is crucial for maintaining smooth software operation and uninterrupted development processes.
Walmart Business+ and Spark Good for Nonprofits.pdfTechSoup
"Learn about all the ways Walmart supports nonprofit organizations.
You will hear from Liz Willett, the Head of Nonprofits, and hear about what Walmart is doing to help nonprofits, including Walmart Business and Spark Good. Walmart Business+ is a new offer for nonprofits that offers discounts and also streamlines nonprofits order and expense tracking, saving time and money.
The webinar may also give some examples on how nonprofits can best leverage Walmart Business+.
The event will cover the following::
Walmart Business + (https://business.walmart.com/plus) is a new shopping experience for nonprofits, schools, and local business customers that connects an exclusive online shopping experience to stores. Benefits include free delivery and shipping, a 'Spend Analytics” feature, special discounts, deals and tax-exempt shopping.
Special TechSoup offer for a free 180 days membership, and up to $150 in discounts on eligible orders.
Spark Good (walmart.com/sparkgood) is a charitable platform that enables nonprofits to receive donations directly from customers and associates.
Answers about how you can do more with Walmart!"
हिंदी वर्णमाला पीपीटी, hindi alphabet PPT presentation, hindi varnamala PPT, Hindi Varnamala pdf, हिंदी स्वर, हिंदी व्यंजन, sikhiye hindi varnmala, dr. mulla adam ali, hindi language and literature, hindi alphabet with drawing, hindi alphabet pdf, hindi varnamala for childrens, hindi language, hindi varnamala practice for kids, https://www.drmullaadamali.com
This presentation was provided by Steph Pollock of The American Psychological Association’s Journals Program, and Damita Snow, of The American Society of Civil Engineers (ASCE), for the initial session of NISO's 2024 Training Series "DEIA in the Scholarly Landscape." Session One: 'Setting Expectations: a DEIA Primer,' was held June 6, 2024.
Executive Directors Chat Leveraging AI for Diversity, Equity, and InclusionTechSoup
Let’s explore the intersection of technology and equity in the final session of our DEI series. Discover how AI tools, like ChatGPT, can be used to support and enhance your nonprofit's DEI initiatives. Participants will gain insights into practical AI applications and get tips for leveraging technology to advance their DEI goals.
Main Java[All of the Base Concepts}.docxadhitya5119
This is part 1 of my Java Learning Journey. This Contains Custom methods, classes, constructors, packages, multithreading , try- catch block, finally block and more.
How to Build a Module in Odoo 17 Using the Scaffold MethodCeline George
Odoo provides an option for creating a module by using a single line command. By using this command the user can make a whole structure of a module. It is very easy for a beginner to make a module. There is no need to make each file manually. This slide will show how to create a module using the scaffold method.
Exploiting Artificial Intelligence for Empowering Researchers and Faculty, In...Dr. Vinod Kumar Kanvaria
Exploiting Artificial Intelligence for Empowering Researchers and Faculty,
International FDP on Fundamentals of Research in Social Sciences
at Integral University, Lucknow, 06.06.2024
By Dr. Vinod Kumar Kanvaria
LAND USE LAND COVER AND NDVI OF MIRZAPUR DISTRICT, UPRAHUL
This Dissertation explores the particular circumstances of Mirzapur, a region located in the
core of India. Mirzapur, with its varied terrains and abundant biodiversity, offers an optimal
environment for investigating the changes in vegetation cover dynamics. Our study utilizes
advanced technologies such as GIS (Geographic Information Systems) and Remote sensing to
analyze the transformations that have taken place over the course of a decade.
The complex relationship between human activities and the environment has been the focus
of extensive research and worry. As the global community grapples with swift urbanization,
population expansion, and economic progress, the effects on natural ecosystems are becoming
more evident. A crucial element of this impact is the alteration of vegetation cover, which plays a
significant role in maintaining the ecological equilibrium of our planet.Land serves as the foundation for all human activities and provides the necessary materials for
these activities. As the most crucial natural resource, its utilization by humans results in different
'Land uses,' which are determined by both human activities and the physical characteristics of the
land.
The utilization of land is impacted by human needs and environmental factors. In countries
like India, rapid population growth and the emphasis on extensive resource exploitation can lead
to significant land degradation, adversely affecting the region's land cover.
Therefore, human intervention has significantly influenced land use patterns over many
centuries, evolving its structure over time and space. In the present era, these changes have
accelerated due to factors such as agriculture and urbanization. Information regarding land use and
cover is essential for various planning and management tasks related to the Earth's surface,
providing crucial environmental data for scientific, resource management, policy purposes, and
diverse human activities.
Accurate understanding of land use and cover is imperative for the development planning
of any area. Consequently, a wide range of professionals, including earth system scientists, land
and water managers, and urban planners, are interested in obtaining data on land use and cover
changes, conversion trends, and other related patterns. The spatial dimensions of land use and
cover support policymakers and scientists in making well-informed decisions, as alterations in
these patterns indicate shifts in economic and social conditions. Monitoring such changes with the
help of Advanced technologies like Remote Sensing and Geographic Information Systems is
crucial for coordinated efforts across different administrative levels. Advanced technologies like
Remote Sensing and Geographic Information Systems
9
Changes in vegetation cover refer to variations in the distribution, composition, and overall
structure of plant communities across different temporal and spatial scales. These changes can
occur natural.
1. YEARLY LESSON PLAN
2016
MATHEMATICS
FORM 5
Prepared by:
……………………………………....
Tr. MUHAMMAD HAFIDZ BIN MUKHTAR
Subject Teacher
Verified by:
………………………………..
Tr. SUPAIDIN BIN PAIMAN
VP Academics
2. JANUARY 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
1
1st – 3rd Jan
NEW YEAR’S DAY
2
4th – 10th Jan
4th & 5th Jan Orientation Day
6th Jan Co-Cu Registration Day
7th Jan SmartStudy Workshop
8th & 9th Jan Leadership Training
3
11th – 17th Jan
CHAPTER 1
NUMBER BASES
1.1 Numbers in base
two, base eight and
base five
1 (a) Define zero,
one, two… as
number in base two,
eight and five.
(b) Define the value
of a digit in number
in base two, eight
and five.
(c) Writing a number
in expanded notation
(d) Converting a
number in base two,
eight and five to a
number in base ten
and vice versa
2 Converting a
number in a certain
base to a number in
another base
3 Addition and
subtraction two
numbers in base
two.
1 Discussion:
(a) The concept of
base number
2 Emphasize:
(a) The readings of a
certain base number
3 Learn how to
convert (limited only
to base two, eight
and five only).
Number Base Kit
Charts
Scientific Calculator
15th & 16th Jan Ibadah Camp Phase I
3. 4
18th – 24th Jan
CHAPTER 4
MATRICES
4.1 Matrices
4.2 Equal matrices
4.3 Addition and
Subtraction of
matrices
1 (a) Able to form a
matrix from given
information
(b) Able to
determine :
(i) the number of
rows
(ii) the number of
columns
(iii) the order of a
matrix.
(c) Able to identify a
specific element in a
matrix.
2 (a) Able to
determine whether
two matrices are
equal.
(b) Able to solve
problems involving
equal matrices.
3 (a) Able to
determine whether
the addition or
subtraction can be
performed on two
given matrices
(b) Able to find the
sum or the
difference of two
matrices.
(c) Able to perform
addition and
subtraction on
several matrices.
1. Discussion
- Concept of
row and
column in
matrices
2. Explanation
- Addition and
substraction
of matrices
3. Emphasize
- Formula of
addition and
substraction
of matrices
- Revision Books
- Scientific
Calculator
4. 4.4 Multiplication of
a matrix by a
number
(d) Able to solve
matrix equations
involving addition
and subtraction
4 (a) Able to multiply
a matrix by number
(b) Expressing a
given matrix as
multiplication of a
matrix by a number.
(c) Able to perform
calculation on
matrices involving
addition, subtraction
and scalar
multiplication.
(d) Solving matrix
equations
1. Discussion
- Concept of
multiplication
in matrices
2. Explanation
- The matrices
that can be
multiplied and
the matrices
that cannot
be multiplied
3. Emphasize
- Formula of
multiplication
of matrices
5
25th – 31st Jan
4.5 Multiplication of
two matrices
5 (a) Able to
determine whether
two matrices can be
multiplied and to
state the order of the
product when the
two matrices can be
multiplied.
(b) Able to find the
product of two
matrices
(c) Able to solve
matrix equations
involving
multiplication of two
matrices
1. Explanation
- The matrices
that can be
multiplied and
the matrices
that cannot
be multiplied
2. Emphasize
- Formula of
multiplication
of matrices
- Revision Books
- Scientific
Calculator
5. 4.6 Identity Matrix
4.7 Inverse matrix
4.8 Writing
simultaneous linear
equations in matrix
form
6 (a) Able to
determine whether a
given matrix is an
identity matrix by
multiplying it to
another matrix.
(b) Able to write
identity matrix of any
order and perform
calculation involving
identity matrices
7 (a) Able to
determine whether a
2 x 2 matrix is the
inverse matrix of
another 2 x 2 matrix.
(b) Able to find the
inverse matrix of a 2
x 2 matrix by using
(i) method of solving
simultaneous linear
equations.
8 (a) Able to write
simultaneous linear
equations in matrix
form.
(b) Able to solve
simultaneous linear
equations by using
matrix method.
(c) Solving problems
using matrices
1. Discussion
- Concept of
identity matrix
and the type
of identity
matrix
2. Explanation
- The matrices
that can be
inversed and
the matrices
that cannot
be inversed
3. Emphasize
- Formula of
simultaneous
linear
equations in
matrix form
30th Jan AKU JANJI CEREMONY
6. FERBUARY 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
6
1st – 7th Feb
CHAPTER 5
VARIATIONS
5.1 Direct Variations
5.2 Inverse
Variations
1 (a) State the
changes in a
quantity with respect
to changes in
another quantity, in
everyday life
(b) Determine from
given information
whether a quantity
varies directly as
another quantity
(c) Express direct
variation in the form
of equation involving
two variables.
(d) Find the value of
a variable in a direct
variation when
sufficient information
is given.
2 (a) State the
changes in a
quantity with respect
to another quantity,
in everyday life
situations, involving
inverse variation.
(b) Determine from
given information
whether a quantity
varies inversely as
another quantity.
1. Discussion
- Concept of
Variations
2. Explanation
- The changes
in any quantity
with respect to
another
quantity
3. Emphasize
- Formula of
Variations,
Direct and
Inverse
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
7. (c) Express an
inverse variation in
the form of equation
involving two
variables.
(d) Find the value of
a variable in an
inverse variation
when sufficient
information is given.
(e) Able to solve
problems involving
inverse variation
7
8th – 14th Feb
8th & 9th Feb CHINESE NEW YEAR
5.3 Joint Variation
2 (a) State the
changes in a
quantity with respect
to another quantity,
in everyday life
situations, involving
joint variation.
(b) Determine from
given information
whether a quantity
varies directly and
inversely as another
quantity.
(c) Express a direct
and an inverse
variation in the form
of equation involving
three variables.
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
8. (d) Find the value of
a variable in the joint
variation when
sufficient information
is given.
(e) Able to solve
problems involving
joint variation
13th Feb PIBG AGM
8
15th – 21st Feb
CHAPTER 8
BEARING
8.1 Bearing
1 (a) Draw and label
the eight main
compass directions.
(b) State the
compass angle of
any compass
direction.
(c) Draw a diagram
which shows the
direction of B
relative to A given
the bearing of B
from A.
(d) State the bearing
of point A from point
B based on the
given information.
(e) Solve problems
involving bearing
1. Discussion
- Concept of
Bearing
2. Explanation
- The angle of
bearing
starting from
the North
point
3. Emphasize
- Calculation of
bearing and
the usage of
Z-formation,
F-formation
and U-
formation in
solving the
problems
involving
Bearing
- Revision Books
- Scientific
Calculator
20th Feb Extra Class
9. 9
22nd – 28th Jan
CHAPTER 9
EARTH AS A
SPHERE
9.1 Longitude
9.2 Latitude
1 (a) Sketch a great
circle through the
north and south
poles.
(b) State the
longitude of a given
point.
(c) Sketch and label
a meridian with the
longitude given.
(d) Find the
difference between
two longitudes.
2 (a) Sketch a circle
parallel to the
equator.
(b) State the latitude
of a given point.
(c) Sketch and label
a given parallel of
latitude.
(d) Find the
difference between
two latitudes.
1. Discussion
- Concept of
Longitude and
Latitude
2. Explanation
- The label of
Longitude,
Meridian,
Great Circle,
Latitude, and
Equator
3. Emphasize
- The
calculation of
Long. and Lat.
- Revision Books
- Scientific
Calculator
27th Feb Extra Class
10
29th Feb
TEST 1
10. MARCH 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
10
1st – 6th Mar
TEST 1
11
7th – 13th Mar
TEST 1
12
14th – 20th Mar
1st TERM BREAK
13
21st – 27th Mar
9.3 Location of a
place
3 (a) State the
latitude and
longitude of a given
place.
(b) Mark the location
of a place.
(c) Sketch and label
the latitude and
longitude of a given
place.
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
SPORTS
TRAINING WEEK
26th Mac Cross Country
14
28th – 31st Mac
9.4 Distance on the
surface of the earth
4 (a) Find the length
of an arc of a great
circle in nautical
mile, given the
subtended angle at
the center of the
earth and vice versa.
(b) Find the distance
between two points
measured along a
meridian, given the
latitude of both
points.
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
SPORTS
TRAINING WEEK
11. APRIL 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
14
1st – 3rd Apr
9.4 Distance on the
surface of the earth
(c) Find the latitude
of a point given the
latitude of another
point and the
distance between
the two points along
the same meridian.
(d) Find the distance
between two points
measured along the
equator, given the
longitudes of both
points.
(e) Find the
longitude of a point
given the longitude
of another point, and
the distance
between the two
points along the
equator.
(f) State the relation
between the radius
of the earth and the
radius of a parallel
of latitude.
the subtopics
problem solving
method
solutions and
difficult questions
- Revision Books
- Scientific
Calculator
SPORTS
TRAINING WEEK
2nd Apr ANNUAL SPORTS DAY
15
4th – 10th Apr
CHAPTER 2
GRAPHS OF
FUNCTIONS (II)
2.1 Graphs of
functions
1 (a) Draw the
graphs of a linear
functions, a
quadratic function, a
cubic function, a
reciprocal functions.
the subtopics
problem solving
method
- Revision Books
- Scientific
Calculator
12. (b) Findings values
of variables from a
graph
(i) the value of y,
given a value of x
(ii) the value of x,
given a value of y
(c) Identifying the
shape of a graph
from a given
function.
solutions and
difficult questions
9th Apr Extra Class
16
11th – 17th Apr
2.2 The solution of an
equation by graphical
method
2.3 Region
representing
inequalities in two
variables
2 (a) Sketching the
graph of function
(b) Finding the
solutions of an
equation by using
the following steps
(i) Determine two
graphs that need to
be drawn
(ii) Draw both of the
graphs
(iii) Determine the
intersection points
(c) Understand the
intersection points of
two graphs as the
solution of the
equations.
(d) Solving problem
by graphical method
3 (a) Determine
whether a given
point satisfies y = ax
+ b, y > ax + b or y<
ax + b
the subtopics
problem solving
method
solutions and
difficult questions
- Revision Books
- Scientific
Calculator
13. (b) Determine the
position of a given
point relative to the
line y = ax + b
(c) Determine the
region representing
the inequalities.
(d) Determining the
region which
satisfies two or more
simultaneous linear
inequalities.
16th Apr Extra Class
17
18th – 24th Apr
CHAPTER 3
TRANSFORMATIONS
III
3.1 Concept of
combination of two
transformations
1 (a) Determine the
image of an object
under combination
of two isometric
transformation
(b) Determine the
image of an object
under combination
of : (i) two
enlargements,
(ii) an enlargement
and an isometric
transformation
(c) Able to draw the
image of an object
under combination
of two
transformations.
(d) Able to state the
coordinates of the
image of a point
under combined
transformations.
the subtopics
problem solving
method
solutions and
difficult questions
- Revision Books
- Scientific
Calculator
14. (e) Able to
determine whether
the combined
transformation AB is
equivalent to the
combined
transformation BA.
(f) Able to specify
the two successive
transformations in a
combined
transformation when
the object and the
image are given.
(g) Able to specify a
transformation which
is equivalent to the
combination of two
isometric
transformations.
(h) Able to solve
problems involving
transformations
23rd Apr Extra Class
18
25th Apr – 1st May
Revision of Previous
Year Exam Papers-
Chapter: Graph and
Functions II
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
30th Apr AEA & Graduation Ceremony
15. MAY 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
19
2nd – 8th May
Revision of
Previous Year
Exam Papers-
Chapter:
Transformations III
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
7th May Extra Class
20
9th – 15th May
Revision of
Previous Year
Exam Papers-
Chapter:
Trigonometry III
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
12th – 13th May MIDTERM EXAMINATION
14th May Extra Class
21
16th – 22nd May
MIDTERM EXAMINATION
21st May Wesak Day
22
23rd – 29th May
23rd – 25th May MIDTERM EXAMINATION
Discussion of the
examination papers
To discuss the
examination answer
script
Question,
Discussion and
Answering Session
27th May TEACHERS ‘ DAY CELEBRATION
28th – 30th May MOTIVATIONAL CAMP & JAMBOREE
23
30th – 31st May
31st May – 12th
June
MID YEAR BREAK
16. JUNE 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
23
1st – 5th June
31st May – 12th
June
MID YEAR BREAK
24
6th – 12th June
31st May – 12th
June
MID YEAR BREAK
25
13th – 19th June
13th June MPP Installation
CHAPTER 6
GRADIENT AND
AREA UNDER A
GRAPH
6.1 The quantity
represented by the
gradient of a graph.
6.2 The area under
a graph
1 (a) State the
quantity represented
by the gradient of a
graph
(b) Draw the
distance - time
graph given:
(i) a table of distance
- time values
(ii) a relationship
between distance
and time
(c) Find and interpret
the gradient of
distance - time
graph.
(d) Find the speed
for a period of time
from distance-time
graph.
(e) Draw a graph to
show the
relationship between
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
17. two variables
representing certain
measurements and
state the meaning of
its gradient.
2 (a) State the
quantity represented
by the area under a
graph
(b) Find the area
under a graph
(c) Determine the
distance by finding
the area under the
following type of
speed – time
graphs;
(d) Solving problems
involving gradient
and area under a
graph.
18th June Extra Class
26
20th – 26th June
CHAPTER 7
PROBABILITY II
7.1 The probability
of an event
7.2 The probability
for the complement
of an event
1 (a) Determine the
sample space of an
experiment with
equally likely
outcomes.
(b) Determine the
probability of an
event with equation
of probable sample
space.
(c) Solve problems
involving probability
of an event.
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
18. 2 (a) State the
complement of an
event in words and
set notation.
(b) Find the
probability of the
complement of an
event
21st June Ibadah Camp Phase 2
22nd June Nuzul Al-Quran
24th June Result Collection Day
25th June Extra Class
27
27th Jun – 30th Jun
7.3 The probability
of the combined
event
3 (a) List the
outcomes for the
events:
(i) A or B elements
of the set
(ii) A and B as
elements of the set
(b) Find the
probability by listing
the outcomes of
combined events
(i) A or B
(ii) A and B
(c) Solve problems
involving probability
of combined event.
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
1st July Musabaqah Al-Qur’an
2nd July Extra Class
19. JULY 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
27
1st – 3rd July
1st July Musabaqah Al-Qur’an
2nd July Extra Class
28
4th – 10th July
CHAPTER 10
PLANS AND
ELEVATIONS
10.1 Orthogonal
projection
1 (a) Identify
orthogonal
projection
(b) Draw the
orthogonal
projection, given an
object and a plane.
(c) Determine the
difference between
an object and its
orthogonal
projection with
respect to edges
and angles.
subtopics
ssion on the
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
6th – 7th July HARI RAYA PUASA
29
11th – 17th July
10.2 Plan and
Elevation
2 (a) Draw the plan
of a solid object.
(b) Draw front
elevation and side
elevation of solid
object.
(c) Draw:
(i) the plan,
(ii) the front
elevation,
(iii)the side
elevation, of a solid
object to a scale.
subtopics
problem solving
method
solutions and difficult
questions
- Revision Books
- Scientific
Calculator
20. (d) Solve problems
involving plan and
elevation.
16th July Extra Class
30
18th – 24th July
Revision of
Previous Year
Exam Papers-
Chapter: Circles III
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
23rd July Extra Class
31
25th – 31st July
Revision of
Previous Year
Exam Papers-
Chapter:
Trigonometry III
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
29th July HARI RAYA GATHERING
30th July TEEN CALIPH CARNIVAL
21. AUGUST 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
32
1st – 7th Aug
Revision of
Previous Year
Exam Papers-
Chapter: Sets
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
6th Aug Extra Class
33
8th – 14th Aug
Revision of
Previous Year
Exam Papers-
Chapter: Straight
Line
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
13th Aug Extra Class
34
15th - 21st Aug
15th – 19th Aug TEST 2, TRIAL PT3 & TRIAL SPM
20th Aug Extra Class
35
22nd – 28th Aug
22nd – 26th Aug TEST 2, TRIAL PT3 & TRIAL SPM
27th Aug Extra Class
36
29th – 31st Aug
Revision of
Previous Year
Exam Papers-
Chapter:
Mathematical
Reasoning
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
30th Aug Merdeka Celebration
31st Aug NATIONAL DAY
22. SEPTEMBER 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
36
1st – 4th Sept
Revision of
Previous Year
Exam Papers-
Chapter: Lines and
Planes in 3-
Dimensions
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
3rd Sept Extra Class
2nd – 4th Sept Leadership Training
37
5th – 11th Sept
Revision of
Previous Year
Exam Papers-
Chapter: Angle of
Elevation and
Depression
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
Extra Class
38
12th – 18th Sept
2nd TERM BREAK
12 & 13 Sept Hari Raya Aidiladha
16th Sept Hari Malaysia
39
19th – 25th Sept
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
23rd Sept PT3 & SPM TRIAL RESULT COLLECTION DAY
24th Sept Extra Class
40
26th Sept – 2nd Oct
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
2nd Oct Awal Muharram
23. OCTOBER 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
41
3rd – 9th Oct
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
8th Oct Extra Class
42
10th – 16th Oct
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
15th Oct Extra Class
43
17th – 23rd Oct
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
22nd Oct Extra Class
44
24th – 30th Oct
24th – 28th Oct FINAL EXAMINATION
29th Oct DEEPAVALI
45
31st Oct
31st Oct FINAL EXAMINATION
24. NOVEMBER 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
45
1st – 6th Nov
1st – 5th Nov
FINAL EXAMINATION
46
7th – 13th Nov
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
47
14th – 20th Nov
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
19th Nov OPEN DAY
48
21st – 27th Nov
Revision of
Previous Year
Exam Papers-
To familiarize
students with the
SPM type questions
Question,
Discussion and
Answering Session
MRSM, SBP and
State Papers
23rd – 24th Nov PBS DAY
25th Nov RESULT COLLECTION DAY
49
28th – 30th Nov
SCHOOL HOLIDAYS
DECEMBER 2016
WEEK CHAPTER OBJECTIVES ACTIVITIES TEACHING AID REMARKS
49
1st – 4th Dec
SCHOOL HOLIDAYS
50
5th – 11th Dec
51
12th – 18th Dec
52
19th – 25th Dec
53
26th – 31st Dec