The document is a mathematics examination for Form 3 students in Malaysia on the topic of polygons. It consists of 36 multiple choice questions testing students' understanding of concepts like regular polygons, interior and exterior angles, and finding missing angle measures. It also includes 5 short answer questions requiring students to explain various polygon concepts in writing. The test assesses students on 10 different learning objectives related to comprehending English language questions and mathematical terms, mastering relevant knowledge and skills, and expressing ideas in English.
This document is a mathematics module in the form of an objective test containing 60 multiple choice questions about lines and angles for Form 3 students in Malaysia. The test assesses students' understanding of English language questions and mathematical terms, as well as their mastery of concepts, comprehension, skills, ability to express ideas in English, and understanding of teaching and learning in English.
This document is a 35 question mathematics test on indices in Malay. It includes instructions for students on how to complete the multiple choice and written response questions. The test covers 7 constructs including understanding mathematical language in English and applying index notation. Students are asked to solve problems involving exponent rules, simplifying expressions with indices, and evaluating expressions.
This document is a 35 question mathematics assessment in Malay on algebraic expressions and formulas for Form 3 students. It covers topics like algebraic terms, factors, equations, variables, and formulas. Students are instructed to fill out an answer sheet indicating their answers for multiple choice and short answer questions. The assessment includes questions testing comprehension of algebraic concepts in English and applying formulas to solve problems.
The document is a mathematics module in trigonometry for Form 3 students in Malaysia. It contains instructions for a 35 question test covering trigonometric concepts in English. Students are to fill out personal information and confirmation of test details on an answer sheet before taking the multiple choice and written response test questions.
This document contains a 35 question mathematics exam on solid geometry for Form 3 students. The exam covers topics like identifying different solids based on their properties, calculating volumes and surface areas, and describing geometric shapes. Students must answer multiple choice and short answer questions testing their understanding of English language terms and concepts related to solid geometry.
This document is a mathematics module on statistics II from the Malaysian Ministry of Education. It contains instructions for a 35 question multiple choice test covering statistical concepts like mean, median, mode, and data representation through tables, charts, and graphs. The questions test students' understanding of English language terms and apply statistical techniques to analyze sets of data.
This document contains a 38-question mathematics assessment on circles for Form 3 students in Malaysia. The test covers topics like diameters, radii, chords, arcs, angles, and cyclic quadrilaterals. It includes both multiple choice and written response questions. The test is administered according to standardized instructions and is meant to evaluate students on several learning constructs related to understanding mathematical terms and concepts in English.
This document provides examples and exercises on working with indices. It introduces index notation for exponents, such as 52 = 5 × 5. The key rules for manipulating indices are presented: when multiplying terms with the same base, add the indices; when dividing terms, subtract the indices; and when raising a term to a power, multiply the indices. Negative indices produce fractional results, with the negative index representing the denominator. Worked examples demonstrate simplifying expressions using these index rules.
This document is a mathematics module in the form of an objective test containing 60 multiple choice questions about lines and angles for Form 3 students in Malaysia. The test assesses students' understanding of English language questions and mathematical terms, as well as their mastery of concepts, comprehension, skills, ability to express ideas in English, and understanding of teaching and learning in English.
This document is a 35 question mathematics test on indices in Malay. It includes instructions for students on how to complete the multiple choice and written response questions. The test covers 7 constructs including understanding mathematical language in English and applying index notation. Students are asked to solve problems involving exponent rules, simplifying expressions with indices, and evaluating expressions.
This document is a 35 question mathematics assessment in Malay on algebraic expressions and formulas for Form 3 students. It covers topics like algebraic terms, factors, equations, variables, and formulas. Students are instructed to fill out an answer sheet indicating their answers for multiple choice and short answer questions. The assessment includes questions testing comprehension of algebraic concepts in English and applying formulas to solve problems.
The document is a mathematics module in trigonometry for Form 3 students in Malaysia. It contains instructions for a 35 question test covering trigonometric concepts in English. Students are to fill out personal information and confirmation of test details on an answer sheet before taking the multiple choice and written response test questions.
This document contains a 35 question mathematics exam on solid geometry for Form 3 students. The exam covers topics like identifying different solids based on their properties, calculating volumes and surface areas, and describing geometric shapes. Students must answer multiple choice and short answer questions testing their understanding of English language terms and concepts related to solid geometry.
This document is a mathematics module on statistics II from the Malaysian Ministry of Education. It contains instructions for a 35 question multiple choice test covering statistical concepts like mean, median, mode, and data representation through tables, charts, and graphs. The questions test students' understanding of English language terms and apply statistical techniques to analyze sets of data.
This document contains a 38-question mathematics assessment on circles for Form 3 students in Malaysia. The test covers topics like diameters, radii, chords, arcs, angles, and cyclic quadrilaterals. It includes both multiple choice and written response questions. The test is administered according to standardized instructions and is meant to evaluate students on several learning constructs related to understanding mathematical terms and concepts in English.
This document provides examples and exercises on working with indices. It introduces index notation for exponents, such as 52 = 5 × 5. The key rules for manipulating indices are presented: when multiplying terms with the same base, add the indices; when dividing terms, subtract the indices; and when raising a term to a power, multiply the indices. Negative indices produce fractional results, with the negative index representing the denominator. Worked examples demonstrate simplifying expressions using these index rules.
This document contains 40 multiple choice mathematics questions from a Form 1 & 2 PMR 2012 exam. The questions cover topics such as numbers and operations, algebra, geometry, measurement, and ratios. The answers to each question are provided at the end.
This document is a mathematics exam paper from the Malaysian Ministry of Education for the 2012 Pentaksiran Diagnostik Akademik Sekolah Berasrama Penuh assessment. It contains 40 multiple choice questions testing various mathematics concepts. The questions are in Malay and include diagrams. Formulas that may be useful for answering the questions are provided.
1. The document is a mathematics exam paper for a trial PMR exam aligned with SBP containing 20 questions to be answered in 1 hour and 45 minutes.
2. It provides various formulae that may be helpful in answering the questions, including formulas for relations, shapes and space, and volume.
3. The questions cover topics such as operations with fractions and decimals, geometry, algebra, graphs, and functions. Students are required to show working and express answers in simplest form.
This document contains a 10 question mathematics exam with multiple parts to each question. The exam covers topics such as number lines, percentages, geometry, algebra, graphs, and trigonometry. It provides diagrams, tables and questions for students to solve problems and show their work. The exam is designed to test students' understanding of essential mathematics concepts.
This document summarizes a seminar on answering PMR mathematics exam questions for Papers 1 and 2 in Malaysia. It provides the breakdown of marks for each paper and the important topics tested. These include integers, fractions, geometry, algebra, statistics, and graphs. It then provides examples of past year questions, marking schemes, and step-by-step workings for questions related to these topics. Key mathematical skills like factorizing expressions, solving equations, and plotting graphs are demonstrated.
2019 [dwibahasa] modul latihan asas matematik tingkatan 5 spmjahashim
This document contains 30 math problems involving simultaneous linear equations, quadratic equations, geometry and solid geometry. The problems cover topics like calculating values that satisfy pairs of simultaneous linear equations, forming quadratic expressions, finding volumes and areas of geometric shapes, and factorizing algebraic expressions. Students are provided with diagrams and given information to solve each problem, with the goal of practicing various math concepts and skills.
The document contains information about solving equations and calculating values based on ratios, percentages, areas, perimeters, and other geometric concepts. It provides 14 math word problems and questions with multiple choice answers to choose from. The high-level information is that it tests a variety of basic math and geometry skills through multi-step word problems.
This document contains 39 multiple choice mathematics questions covering topics such as:
- Standard form
- Significant figures
- Linear equations
- Gradients of straight lines
- Coordinate geometry
- Sets and Venn diagrams
The questions range from basic calculations to more complex problems involving algebraic manipulation and geometric concepts.
This document contains instructions and diagrams for 8 geometry problems involving calculating areas and perimeters of sectors and shaded regions of circles. The problems provide measurements for arc lengths and central angles of the sectors and ask students to use a given value of pi to calculate the requested values, showing their working and rounding answers to two decimal places. Marking schemes are provided for each multi-part problem.
This document appears to be a sample math exam for 10th grade students. It contains 4 sections - the first with short answer and problem solving questions worth 1 mark each, the second with slightly longer questions worth 2 marks each, the third with choice-based questions worth 4 marks each, and the fourth with true/false type multiple choice questions worth half a mark each. The exam covers a range of math topics including algebra, geometry, trigonometry, and statistics. It provides worked examples and graphical representations where required.
This document provides instructions and questions for a Mathematics Form 4 exam. It consists of two sections, with Section A containing 12 multiple-choice and short-answer questions worth 52 marks total. Section B contains 4 long-answer questions worth 48 marks total. The questions cover topics such as sets, Venn diagrams, quadratic equations, geometry, statistics, and probability. Students are instructed to show their work and include units in their answers.
This document contains 10 math word problems involving geometry concepts like triangles, rectangles, trapezoids, and squares. The problems involve calculating areas, perimeters, lengths and distances. Readers are asked to solve each problem and show their work. The high-level goal is to practice applying geometric formulas and reasoning skills to calculate values related to 2D shapes.
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.
Ms Wong bought three presents for her sister. The total cost was RM 71.64. The number of sweets in each of the 36 packets if 1,944 sweets are repacked is 54. Zali traveled a total distance of 2.09 km.
1. This document contains 10 exercises with multiple choice questions about calculating angles of elevation and depression based on diagrams showing vertical poles, towers, and other structures. The questions require applying trigonometric concepts like tangent, inverse tangent, and inverse sine to determine unknown angles and distances.
2. Exercise 1 contains 8 practice problems for students to work through. These cover topics like finding the angle of elevation from an observer to an object above them, using angles of elevation to calculate distances between points on vertical structures, and more.
3. Exercise 2 has 10 additional practice problems testing similar concepts to Exercise 1, focusing on calculating heights, distances, and angles using information about the angles of elevation/depression and other given
A 8 100 C 8 099 and width (n + 3) cm. If the depth is 5 cm,
calculate the volume of the box in cm3.
B 8 101 D 8 098
34 Simplify: 6x + 3y - (4x - 2y) A 45n2 + 135n + 135 C 45n2 + 135n
B 45n2 + 135n D 45n2 + 135n + 15
A 2x + 5y C 10x + y
B 2x + 5y D 10x - y
39 The perimeter of a rectangle is 60 cm. If
This document contains 24 math word problems presented as diagrams with multiple choice answers. The problems cover a range of topics including number patterns, prime factors, common multiples, percentages, geometry concepts like lines, angles, polygons, circles, area, perimeter, volume, and problem solving skills. The level of difficulty ranges from straightforward applications of concepts to more complex multi-step problems.
The document contains examples and exercises on sets and Venn diagrams. It includes questions that ask the reader to:
1) Shade regions in Venn diagrams that represent given sets;
2) Find the number of elements in sets defined within Venn diagrams;
3) List elements that are the intersection or union of given sets; and
4) Draw additional sets in incomplete Venn diagrams based on defined conditions.
The document is the cover page for a mathematics exam paper for Form 4 students in Malaysia. It provides instructions for students, including the time allotted (1 hour and 15 minutes), a reminder not to open the paper until instructed, and information that the paper contains 40 questions. It also lists some common mathematical formulas that may be useful for answering the questions.
Previous Years Solved Question Papers for Staff Selection Commission (SSC)…SmartPrep Education
Here is the Previous Years Solved Staff Selection Commission (SSC) LDC DEO Exam Paper. Visit SmartPrep for information on Test Prep courses for Undergraduates
The document is about polygons and includes the following key points:
1. A polygon is a plane figure bounded by straight lines. There are two types of polygons: irregular polygons where the sides and interior angles are unequal, and regular polygons where the sides and interior angles are equal.
2. The name of different polygons is given based on the number of sides, such as triangle for 3 sides, quadrilateral for 4 sides, and pentagon for 5 sides.
3. The sum of the interior angles of a polygon is (n-2) x 180 degrees, where n is the number of sides. The sum of the exterior angles is always 360 degrees.
This document discusses properties of regular polygons. It states that a regular polygon has all sides of equal length and all interior angles of equal size. The number of axes of symmetry equals the number of sides. The interior and exterior angles at each vertex sum to 180 degrees. Formulas are provided for calculating the sum of interior angles, the measure of each interior angle, the sum of exterior angles, and the measure of each exterior angle of a regular n-polygon.
This document contains 40 multiple choice mathematics questions from a Form 1 & 2 PMR 2012 exam. The questions cover topics such as numbers and operations, algebra, geometry, measurement, and ratios. The answers to each question are provided at the end.
This document is a mathematics exam paper from the Malaysian Ministry of Education for the 2012 Pentaksiran Diagnostik Akademik Sekolah Berasrama Penuh assessment. It contains 40 multiple choice questions testing various mathematics concepts. The questions are in Malay and include diagrams. Formulas that may be useful for answering the questions are provided.
1. The document is a mathematics exam paper for a trial PMR exam aligned with SBP containing 20 questions to be answered in 1 hour and 45 minutes.
2. It provides various formulae that may be helpful in answering the questions, including formulas for relations, shapes and space, and volume.
3. The questions cover topics such as operations with fractions and decimals, geometry, algebra, graphs, and functions. Students are required to show working and express answers in simplest form.
This document contains a 10 question mathematics exam with multiple parts to each question. The exam covers topics such as number lines, percentages, geometry, algebra, graphs, and trigonometry. It provides diagrams, tables and questions for students to solve problems and show their work. The exam is designed to test students' understanding of essential mathematics concepts.
This document summarizes a seminar on answering PMR mathematics exam questions for Papers 1 and 2 in Malaysia. It provides the breakdown of marks for each paper and the important topics tested. These include integers, fractions, geometry, algebra, statistics, and graphs. It then provides examples of past year questions, marking schemes, and step-by-step workings for questions related to these topics. Key mathematical skills like factorizing expressions, solving equations, and plotting graphs are demonstrated.
2019 [dwibahasa] modul latihan asas matematik tingkatan 5 spmjahashim
This document contains 30 math problems involving simultaneous linear equations, quadratic equations, geometry and solid geometry. The problems cover topics like calculating values that satisfy pairs of simultaneous linear equations, forming quadratic expressions, finding volumes and areas of geometric shapes, and factorizing algebraic expressions. Students are provided with diagrams and given information to solve each problem, with the goal of practicing various math concepts and skills.
The document contains information about solving equations and calculating values based on ratios, percentages, areas, perimeters, and other geometric concepts. It provides 14 math word problems and questions with multiple choice answers to choose from. The high-level information is that it tests a variety of basic math and geometry skills through multi-step word problems.
This document contains 39 multiple choice mathematics questions covering topics such as:
- Standard form
- Significant figures
- Linear equations
- Gradients of straight lines
- Coordinate geometry
- Sets and Venn diagrams
The questions range from basic calculations to more complex problems involving algebraic manipulation and geometric concepts.
This document contains instructions and diagrams for 8 geometry problems involving calculating areas and perimeters of sectors and shaded regions of circles. The problems provide measurements for arc lengths and central angles of the sectors and ask students to use a given value of pi to calculate the requested values, showing their working and rounding answers to two decimal places. Marking schemes are provided for each multi-part problem.
This document appears to be a sample math exam for 10th grade students. It contains 4 sections - the first with short answer and problem solving questions worth 1 mark each, the second with slightly longer questions worth 2 marks each, the third with choice-based questions worth 4 marks each, and the fourth with true/false type multiple choice questions worth half a mark each. The exam covers a range of math topics including algebra, geometry, trigonometry, and statistics. It provides worked examples and graphical representations where required.
This document provides instructions and questions for a Mathematics Form 4 exam. It consists of two sections, with Section A containing 12 multiple-choice and short-answer questions worth 52 marks total. Section B contains 4 long-answer questions worth 48 marks total. The questions cover topics such as sets, Venn diagrams, quadratic equations, geometry, statistics, and probability. Students are instructed to show their work and include units in their answers.
This document contains 10 math word problems involving geometry concepts like triangles, rectangles, trapezoids, and squares. The problems involve calculating areas, perimeters, lengths and distances. Readers are asked to solve each problem and show their work. The high-level goal is to practice applying geometric formulas and reasoning skills to calculate values related to 2D shapes.
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.
Ms Wong bought three presents for her sister. The total cost was RM 71.64. The number of sweets in each of the 36 packets if 1,944 sweets are repacked is 54. Zali traveled a total distance of 2.09 km.
1. This document contains 10 exercises with multiple choice questions about calculating angles of elevation and depression based on diagrams showing vertical poles, towers, and other structures. The questions require applying trigonometric concepts like tangent, inverse tangent, and inverse sine to determine unknown angles and distances.
2. Exercise 1 contains 8 practice problems for students to work through. These cover topics like finding the angle of elevation from an observer to an object above them, using angles of elevation to calculate distances between points on vertical structures, and more.
3. Exercise 2 has 10 additional practice problems testing similar concepts to Exercise 1, focusing on calculating heights, distances, and angles using information about the angles of elevation/depression and other given
A 8 100 C 8 099 and width (n + 3) cm. If the depth is 5 cm,
calculate the volume of the box in cm3.
B 8 101 D 8 098
34 Simplify: 6x + 3y - (4x - 2y) A 45n2 + 135n + 135 C 45n2 + 135n
B 45n2 + 135n D 45n2 + 135n + 15
A 2x + 5y C 10x + y
B 2x + 5y D 10x - y
39 The perimeter of a rectangle is 60 cm. If
This document contains 24 math word problems presented as diagrams with multiple choice answers. The problems cover a range of topics including number patterns, prime factors, common multiples, percentages, geometry concepts like lines, angles, polygons, circles, area, perimeter, volume, and problem solving skills. The level of difficulty ranges from straightforward applications of concepts to more complex multi-step problems.
The document contains examples and exercises on sets and Venn diagrams. It includes questions that ask the reader to:
1) Shade regions in Venn diagrams that represent given sets;
2) Find the number of elements in sets defined within Venn diagrams;
3) List elements that are the intersection or union of given sets; and
4) Draw additional sets in incomplete Venn diagrams based on defined conditions.
The document is the cover page for a mathematics exam paper for Form 4 students in Malaysia. It provides instructions for students, including the time allotted (1 hour and 15 minutes), a reminder not to open the paper until instructed, and information that the paper contains 40 questions. It also lists some common mathematical formulas that may be useful for answering the questions.
Previous Years Solved Question Papers for Staff Selection Commission (SSC)…SmartPrep Education
Here is the Previous Years Solved Staff Selection Commission (SSC) LDC DEO Exam Paper. Visit SmartPrep for information on Test Prep courses for Undergraduates
The document is about polygons and includes the following key points:
1. A polygon is a plane figure bounded by straight lines. There are two types of polygons: irregular polygons where the sides and interior angles are unequal, and regular polygons where the sides and interior angles are equal.
2. The name of different polygons is given based on the number of sides, such as triangle for 3 sides, quadrilateral for 4 sides, and pentagon for 5 sides.
3. The sum of the interior angles of a polygon is (n-2) x 180 degrees, where n is the number of sides. The sum of the exterior angles is always 360 degrees.
This document discusses properties of regular polygons. It states that a regular polygon has all sides of equal length and all interior angles of equal size. The number of axes of symmetry equals the number of sides. The interior and exterior angles at each vertex sum to 180 degrees. Formulas are provided for calculating the sum of interior angles, the measure of each interior angle, the sum of exterior angles, and the measure of each exterior angle of a regular n-polygon.
This document is a lesson on circles taught by Mr. Airil Ahmad. It defines key terms related to circles like circumference, diameter, radius, chord, and arc. It explains properties of chords, including that a radius perpendicular to a chord bisects it and that equal chords are equidistant from the center. It also covers properties of circles, such as angles subtended at the circumference by the same arc being equal. The document provides examples of using circle properties to solve problems involving finding missing lengths.
The document discusses properties of circles and angles related to circles. It defines the diameter as the axis of symmetry and explains that a radius perpendicular to a chord divides it into two equal parts. It also states that angles subtended by the same or equal length arcs are equal both at the circumference and at the center, and that the angle at the center is twice the angle at the circumference for the same arc. Additionally, it says that for a cyclic quadrilateral, opposite angles are supplementary and an exterior angle equals the interior opposite angle.
This document appears to be an exam for a science module on respiration. It contains instructions for students on how to complete the exam, which assesses six constructs in English. The exam contains 34 multiple choice questions about respiration and the respiratory system.
The document provides instructions for candidates taking an exam. It instructs candidates to fill in personal information on the answer sheet and darken ovals completely with blue or black pen to select answers. It says to only mark one answer per question and not change responses once marked. The document advises not to fold, damage, or make stray marks on the answer sheet. It also says changing answers by scratching or using whiteout is prohibited and could lead to disqualification. Signing the answer sheet is mandatory.
Chapter 2 polygons ii [compatibility mode]Khusaini Majid
The document discusses properties of regular and irregular polygons, including:
- A regular polygon has equal side lengths and interior angles, while an irregular polygon does not.
- The interior angle plus exterior angle of any polygon equals 180 degrees.
- The sum of the exterior angles of any polygon is 360 degrees.
- The sum of the interior angles of an n-sided polygon is (n - 2) × 180 degrees.
- For a regular polygon, the interior angle is (n - 2) × 180/n degrees and the exterior angle is 360/n degrees.
The document contains instructions for a 35-question mathematics exam on number bases in English for a Malaysian student. It specifies that the exam covers 7 constructs being tested and provides directions on filling out the answer sheet and bubbling in responses. The exam contains both objective and subjective questions ranging in content from place value and conversion between number bases to operations in different bases.
The document provides instructions for completing an objective test answer sheet in Malay. It instructs the test taker to use a 2B or BB pencil, fully fill in the circles for answers, erase any marks that are changed, and select answers by darkening the corresponding circles numbered 1 to 40 in columns labeled A, B, C, and D.
Here are some key reasons why it is better to say what can be done rather than what cannot be done when communicating negative information:
- It provides a constructive focus. Stating possibilities and options directs the conversation towards solutions rather than just problems.
- It maintains hope. Expressing what can be done leaves the door open for positive outcomes rather than shutting things down completely. This is psychologically easier for the receiver to accept.
- It builds goodwill. The sender comes across as trying to help rather than just deliver bad news. Saying what can be done shows the sender's willingness to work with the receiver.
- It invites participation. By outlining potential actions, the sender gives the receiver a role in
This document contains a pretest for a topic on acids and bases. The pretest has 24 multiple choice questions that assess understanding of key concepts such as: [1] the definition of acids and bases, [2] properties of strong vs. weak acids and bases, and [3] calculations involving molarity, moles, and mass in acid/base solutions. Students are to record their answers in a provided table with spaces for each question number.
The document is a 10 question pretest about salts. It asks students to identify examples of salts used in daily life, which salt is used as a fertilizer, and which salt can neutralize excess stomach acid. It also asks students to identify the acid used to make ammonium chloride, the salt formed from sodium hydroxide and hydrochloric acid, chemical equations that represent neutralization, reactions that can produce potassium sulfate, true statements about salts, the type of salts formed from ethanoic acid, and the definition of a salt.
The document discusses different forms of business communication, including memos, emails, and instant messaging. It provides guidance on how and when to use each method appropriately. Memos are best for internal communication that needs documentation when not all employees have access to email. Email is now very common but can be informal so the document provides tips for writing effective business emails. Instant messaging is growing in use but also has challenges like security and distraction that the document addresses. The document outlines best practices for each communication method.
This document provides a summary of different types of polygons including:
- Regular polygons which have equal sides and angles
- Convex and concave polygons based on whether diagonals are inside or outside the shape
- Specific polygons such as triangles, quadrilaterals (squares, rectangles, rhombuses, parallelograms, trapezoids, kites), pentagons, hexagons, etc.
It discusses properties of these shapes such as angle sums, parallel sides, equal sides, and provides examples to identify different polygons. Multiple choice questions are included to test understanding.
This document provides information about angles including definitions of different types of angles like acute, obtuse, straight, and reflex angles. It discusses angle properties and relationships like complementary, supplementary, and corresponding angles. Examples are provided about calculating unknown angles using properties of parallel lines and triangles and quadrilaterals. Key angle terms are defined for different geometric shapes.
This document contains a 33 question test on polygons and their properties. The test covers identifying polygons by name and type, finding missing side lengths and angle measures of polygons, calculating sums of interior and exterior angles, determining which statements about polygon properties are true or false, and identifying polygons based on given properties. The test includes multiple choice, true/false, and short answer questions.
This document provides a lesson plan on classifying triangles by their angles and side lengths. It begins with activating prior knowledge of angle types and having students draw and define acute, obtuse, right and straight angles. It then defines and provides examples of acute, obtuse, right, scalene, isosceles and equilateral triangles. Students are asked to classify sample triangles and solve problems identifying triangle types. The document concludes with a partner activity to create and classify triangles.
1) The document outlines an assignment and lesson on parallelograms. It includes examples of finding the perimeter, area, and angle measures of various parallelograms.
2) The warm-up questions cover evaluating expressions, calculating sales tax, and converting fractions to decimals and percents.
3) The lesson defines the formula for finding the area of a parallelogram and lists properties of parallelograms including opposite angles being congruent and adjacent angles summing to 180 degrees.
Here are the key steps to solve quadratic equations:
1. Factorize the quadratic expression if possible. This allows using the zero product property.
2. Use the quadratic formula if factorizing is not possible:
x = (-b ± √(b^2 - 4ac)) / 2a
3. Solve for the roots. The roots are the values of x that make the quadratic equation equal to 0.
4. Check your solutions in the original equation to verify they are correct roots.
5. Determine the nature of the roots:
- If the discriminant (b^2 - 4ac) is greater than 0, there are two real distinct roots.
- If the discriminant
MATHEMATICS 7-SUM OF THE INTERIOR ANGLESPublic School
The document provides learning objectives and examples for understanding interior angles of polygons:
- It defines key terms like polygon, vertex, diagonal, and angle.
- It shows that the sum of interior angles of a triangle is 180 degrees and derives a formula to find the sum for any polygon: the sum equals (n-2) x 180 degrees, where n is the number of sides.
- Examples demonstrate using the formula to find sums and measure individual angles for different regular polygons.
A timed maths test for 11 plus and entrance exam students. Each slide lasts exactly 1 minute to help those students who struggle with keeping time!
Make sure your student has paper and pencil to record answers BEFORE they begin!
This document discusses angles in polygons. It defines regular and irregular polygons, and provides examples of polygon names for different numbers of sides. The document also discusses calculating unknown angles, finding interior and exterior angles, and the relationship between the number of sides and sum of interior angles for different polygons. Examples are provided to demonstrate calculating unknown angles in polygons and finding the type of triangle based on given angle measures.
The document discusses various properties of quadrilaterals and practical geometry. It defines different types of quadrilaterals such as parallelograms, rectangles, squares, rhombuses, kites, and trapezoids. It provides examples to classify quadrilaterals based on given properties and to determine missing angles or sides. It also discusses how to construct quadrilaterals uniquely if certain measurements are given.
The document describes different types of engineering curves including involutes, cycloids, spirals, and helices. It provides definitions and examples of how to draw each type of curve. Specifically, it explains how to draw an involute by winding a string around a circular pole and marking the path of the free end. It also describes how to draw different types of cycloids by having a small circle roll along a straight or curved path, and marking the location of a point on the circle's perimeter. Methods for drawing spirals and helices are also mentioned.
The document contains a series of math word problems and geometry exercises involving angles, triangles, trapezoids, and algebraic expressions. Students are asked to identify geometric features of shapes, calculate unknown angle measures, and solve for unknown variables in expressions. They must apply properties of angles, triangles, parallel lines, and algebraic operations to determine the requested values.
This document is a mathematics module on transformations II for Form 3 students in Malaysia. It contains 35 multiple choice questions testing students' understanding of English language questions, mathematics terms in English, and various mathematical concepts related to transformations. The questions cover topics like enlargements, similar shapes, scale factors, and finding image and object areas.
1) The document provides instructions for homework assignments and an upcoming test. It also includes warm-up problems and lessons on finding the perimeter and area of parallelograms, as well as determining unknown angle measures in parallelograms using properties such as opposite angles being congruent.
2) Examples are given for finding the perimeter and area of specific parallelograms. Additional problems require determining angle measures using given information about parallelograms.
3) The final problems involve finding unknown angle measures in a parallelogram figure where some angle measures are given.
1. The document provides information about polygons, including definitions of terms like convex polygon and regular polygon.
2. Formulas are given for calculating the sum of interior angles of polygons with n sides (180(n-2)) and the measure of one interior and one exterior angle of regular polygons.
3. Examples are provided of applying these formulas to specific polygons like triangles and squares.
The document defines and describes different types of polygons. It explains that a polygon is a closed figure made of line segments that intersect at endpoints. Polygons are classified as convex or concave depending on whether line extensions of the sides cross the interior or not. Regular polygons are both equilateral (equal sides) and equiangular (equal angles). Examples of different polygons are provided to illustrate these concepts.
1. The document provides instructions for a math assignment that includes finding the perimeter and area of parallelograms, finding angle measures in parallelograms, and calculating sales tax, fractions, decimals, and scientific notation.
2. It reviews the formula for finding the area of a parallelogram and properties of opposite and adjacent angles in parallelograms.
3. Several example problems are provided to find the perimeter and area of sample parallelograms and determine angle measures.
The document describes how to make paper models of various polyhedra, including the Platonic solids, Archimedean solids, Kepler-Poinsot polyhedra, and other uniform polyhedra, through instructions and diagrams for folding polyhedral shapes out of single sheets of paper. It also includes directions for making compound polyhedra by combining multiple paper polyhedra and stellated forms created by adding vertices to the faces of an icosahedron.
The document contains a 40-question multiple choice quiz about mathematics and word problems. The questions cover topics like arithmetic operations, fractions, time, money, measurement, and word problems. For each question there are 4 possible answer choices labelled A, B, C, or D.
The document provides guidance on identifying and calculating angles between lines and planes in 3-dimensional space. It outlines four key skills: 1) Identifying the angle between a line and plane, 2) Calculating the angle between a line and plane, 3) Identifying the angle between two planes, and 4) Calculating the angle between two planes. Examples are given to demonstrate how to use trigonometric functions like tangent to determine specific angles within diagrams of 3D objects. Activities are also included for students to practice applying the skills, such as identifying angles within diagrams of cuboids.
This document provides examples of writing quadratic equations in general form. It shows working through solving two equations step-by-step and rewriting them as ax2 + bx + c = 0, with a = 1 for the first equation, and a = 2 for the second.
SMK Kampung Gelam memberikan ringkasan singkat tentang sekolah tersebut. Sekolah ini terletak di Melaka dan memulakan operasinya pada tahun 2009 dengan 195 pelajar dan 15 guru. Sekolah ini mempunyai pelbagai kemudahan pendidikan dan sukan untuk menyokong pembelajaran pelajar.
The document is a 15 question post-test on electrochemistry. It contains multiple choice questions testing understanding of electrolysis apparatus, electrolytes, half-reactions, and products of electrolysis for various molten salts including sodium chloride, lead(II) bromide, and potassium iodide. Diagrams of electrolysis set-ups are provided with some questions referring to labeled components or substances.
1. The document is a post-test on chemical bonds with 15 multiple choice questions and answers.
2. The questions cover topics like chemical stability of atoms, ion formation, ionic and covalent bonding, Lewis structures, and the periodic table.
3. The final question asks which statement about ionic and covalent bonds is not true - that covalent bonds involve electrostatic force of attraction.
Surat pekeliling ini membincangkan langkah-langkah untuk meningkatkan keselamatan pelajar di sekolah. Ia menyarankan peningkatan kesedaran terhadap keselamatan diri melalui pengajaran dan peraturan. Langkah-langkah seperti sistem kawalan keluar-masuk, tempat berkumpul selamat, dan larangan kawasan tersembunyi diperkenalkan. Semua pihak perlu bekerjasama untuk melaksanakan peraturan keselamatan di sekol
1. A student carried out an experiment to investigate the relationship between the change in length (y) of a spring and the mass (m) of a load placed on the spring.
2. The student measured the change in length of the spring for different masses and recorded the data in a table.
3. A graph of y against m showed that y increased linearly with m, indicating the change in length of the spring is directly proportional to the mass of the load.
1. The document discusses the characteristics of precision, accuracy, and sensitivity which are important when selecting a measuring instrument.
2. Precision refers to the consistency or reproducibility of measurements, while accuracy refers to how close measurements are to the true or accepted value.
3. Sensitivity is the ability of an instrument to detect small changes in the measured quantity. More sensitive instruments have finer scale divisions and can measure smaller amounts.
This document discusses the importance of measurement in physics and introduces the International System of Units (SI Units) used to measure physical quantities. It provides definitions and examples of base units like the meter, kilogram, second, kelvin, and ampere. Prefixes are also introduced to write very large and small numbers in standard form with powers of ten. Examples are provided to convert between different units of length, mass, time, volume, velocity, pressure, and acceleration.
This document discusses base and derived physical quantities in physics. It defines base quantities as those that cannot be derived from other quantities, and lists the five base SI units as length, mass, time, temperature, and current. Derived quantities are defined as those derived from base quantities through multiplication or division, and examples given are area, velocity, and density. The document also discusses scalar and vector quantities, with scalars having magnitude only and vectors having both magnitude and direction.
This document describes several activities to teach students about experimentation and identifying variables. The activities explore evaporation, solubility, dissolving, acids, alkalis, temperature, pressure, springs, and friction. For each activity, the document identifies the manipulated variable, responding variable, and any constant/controlled variables. It also provides examples of how to operationally define scientific terms based on experimental observations and measurements. The overall purpose is to help students learn about experimental design and identifying the key variables in experiments.
This document provides teaching materials and activities for lessons on water and solutions. It includes:
1. Word lists and definitions for key scientific terms related to the physical characteristics and composition of water, such as melting point, boiling point, and electrolysis.
2. Details on activities to reinforce vocabulary, including word puzzles, jumbles, and crossword puzzles using the terms.
3. Instructions for teachers on distributing materials, having students complete the activities, and going over answers to check understanding.
The goal is to help students learn and understand important scientific vocabulary through engaging classroom exercises on topics like the physical properties and molecular structure of water.
This document discusses common misconceptions that occur during the teaching and learning of science topics. It provides examples of misconceptions related to various concepts in biology and physics. The objectives are to help teachers identify these misconceptions and be aware that they may be unintentionally passing them on to students. Suggestions include activities for teachers to help students distinguish between correct and incorrect understandings. The document aims to improve science education by reducing the spread of misconceptions.
Pantun ini membahas tentang prinsip-prinsip fizik seperti tekanan, tindak balas tekanan, dan sistem hidraulik. Pantun 1 dan 2 membahas tentang tekanan yang dihasilkan oleh beban dan atmosfera. Pantun 3 dan 4 menjelaskan bagaimana tekanan cecair dan atmosfera dapat mempengaruhi pergerakan cecair. Pantun 5 ingin membina sistem hidraulik berdasarkan prinsip Pascal.
The document discusses the key concepts of elements, compounds, atoms, and molecules. It defines elements as pure substances that cannot be broken down further, and compounds as substances made of two or more elements bonded chemically. Atoms are the smallest particles of an element, with a nucleus containing protons and neutrons surrounded by electrons. Molecules are formed when two or more atoms of elements share electrons to achieve a stable electron configuration.
This document provides a tutorial on decimals and fractions. It begins with an introduction on representing fractions as decimals and vice versa. It then covers key topics like converting fractions with denominators of 10, 100 and 1000 to decimals, reading and writing decimals, and converting decimals to fractions. The tutorial includes examples and questions for practice. It aims to help students understand the relationship between decimals and fractions.
Add Math (F5) Motion Along A Straigh Line Subtopic 9.1roszelan
The document discusses displacement along a straight line, with key points being:
- Displacement is the distance from a fixed point in a given direction
- Examples and exercises are provided to demonstrate calculating displacement at different times and positions relative to a fixed point O
- A particle's displacement s at time t is given by the equation s = 3t^2 - 18 in one example, which is used to find the displacement at various times and illustrate it on a number line
Andreas Schleicher presents PISA 2022 Volume III - Creative Thinking - 18 Jun...EduSkills OECD
Andreas Schleicher, Director of Education and Skills at the OECD presents at the launch of PISA 2022 Volume III - Creative Minds, Creative Schools on 18 June 2024.
THE SACRIFICE HOW PRO-PALESTINE PROTESTS STUDENTS ARE SACRIFICING TO CHANGE T...indexPub
The recent surge in pro-Palestine student activism has prompted significant responses from universities, ranging from negotiations and divestment commitments to increased transparency about investments in companies supporting the war on Gaza. This activism has led to the cessation of student encampments but also highlighted the substantial sacrifices made by students, including academic disruptions and personal risks. The primary drivers of these protests are poor university administration, lack of transparency, and inadequate communication between officials and students. This study examines the profound emotional, psychological, and professional impacts on students engaged in pro-Palestine protests, focusing on Generation Z's (Gen-Z) activism dynamics. This paper explores the significant sacrifices made by these students and even the professors supporting the pro-Palestine movement, with a focus on recent global movements. Through an in-depth analysis of printed and electronic media, the study examines the impacts of these sacrifices on the academic and personal lives of those involved. The paper highlights examples from various universities, demonstrating student activism's long-term and short-term effects, including disciplinary actions, social backlash, and career implications. The researchers also explore the broader implications of student sacrifices. The findings reveal that these sacrifices are driven by a profound commitment to justice and human rights, and are influenced by the increasing availability of information, peer interactions, and personal convictions. The study also discusses the broader implications of this activism, comparing it to historical precedents and assessing its potential to influence policy and public opinion. The emotional and psychological toll on student activists is significant, but their sense of purpose and community support mitigates some of these challenges. However, the researchers call for acknowledging the broader Impact of these sacrifices on the future global movement of FreePalestine.
🔥🔥🔥🔥🔥🔥🔥🔥🔥
إضغ بين إيديكم من أقوى الملازم التي صممتها
ملزمة تشريح الجهاز الهيكلي (نظري 3)
💀💀💀💀💀💀💀💀💀💀
تتميز هذهِ الملزمة بعِدة مُميزات :
1- مُترجمة ترجمة تُناسب جميع المستويات
2- تحتوي على 78 رسم توضيحي لكل كلمة موجودة بالملزمة (لكل كلمة !!!!)
#فهم_ماكو_درخ
3- دقة الكتابة والصور عالية جداً جداً جداً
4- هُنالك بعض المعلومات تم توضيحها بشكل تفصيلي جداً (تُعتبر لدى الطالب أو الطالبة بإنها معلومات مُبهمة ومع ذلك تم توضيح هذهِ المعلومات المُبهمة بشكل تفصيلي جداً
5- الملزمة تشرح نفسها ب نفسها بس تكلك تعال اقراني
6- تحتوي الملزمة في اول سلايد على خارطة تتضمن جميع تفرُعات معلومات الجهاز الهيكلي المذكورة في هذهِ الملزمة
واخيراً هذهِ الملزمة حلالٌ عليكم وإتمنى منكم إن تدعولي بالخير والصحة والعافية فقط
كل التوفيق زملائي وزميلاتي ، زميلكم محمد الذهبي 💊💊
🔥🔥🔥🔥🔥🔥🔥🔥🔥
How to Download & Install Module From the Odoo App Store in Odoo 17Celine George
Custom modules offer the flexibility to extend Odoo's capabilities, address unique requirements, and optimize workflows to align seamlessly with your organization's processes. By leveraging custom modules, businesses can unlock greater efficiency, productivity, and innovation, empowering them to stay competitive in today's dynamic market landscape. In this tutorial, we'll guide you step by step on how to easily download and install modules from the Odoo App Store.
Elevate Your Nonprofit's Online Presence_ A Guide to Effective SEO Strategies...TechSoup
Whether you're new to SEO or looking to refine your existing strategies, this webinar will provide you with actionable insights and practical tips to elevate your nonprofit's online presence.
A Free 200-Page eBook ~ Brain and Mind Exercise.pptxOH TEIK BIN
(A Free eBook comprising 3 Sets of Presentation of a selection of Puzzles, Brain Teasers and Thinking Problems to exercise both the mind and the Right and Left Brain. To help keep the mind and brain fit and healthy. Good for both the young and old alike.
Answers are given for all the puzzles and problems.)
With Metta,
Bro. Oh Teik Bin 🙏🤓🤔🥰
Temple of Asclepius in Thrace. Excavation resultsKrassimira Luka
The temple and the sanctuary around were dedicated to Asklepios Zmidrenus. This name has been known since 1875 when an inscription dedicated to him was discovered in Rome. The inscription is dated in 227 AD and was left by soldiers originating from the city of Philippopolis (modern Plovdiv).
Philippine Edukasyong Pantahanan at Pangkabuhayan (EPP) CurriculumMJDuyan
(𝐓𝐋𝐄 𝟏𝟎𝟎) (𝐋𝐞𝐬𝐬𝐨𝐧 𝟏)-𝐏𝐫𝐞𝐥𝐢𝐦𝐬
𝐃𝐢𝐬𝐜𝐮𝐬𝐬 𝐭𝐡𝐞 𝐄𝐏𝐏 𝐂𝐮𝐫𝐫𝐢𝐜𝐮𝐥𝐮𝐦 𝐢𝐧 𝐭𝐡𝐞 𝐏𝐡𝐢𝐥𝐢𝐩𝐩𝐢𝐧𝐞𝐬:
- Understand the goals and objectives of the Edukasyong Pantahanan at Pangkabuhayan (EPP) curriculum, recognizing its importance in fostering practical life skills and values among students. Students will also be able to identify the key components and subjects covered, such as agriculture, home economics, industrial arts, and information and communication technology.
𝐄𝐱𝐩𝐥𝐚𝐢𝐧 𝐭𝐡𝐞 𝐍𝐚𝐭𝐮𝐫𝐞 𝐚𝐧𝐝 𝐒𝐜𝐨𝐩𝐞 𝐨𝐟 𝐚𝐧 𝐄𝐧𝐭𝐫𝐞𝐩𝐫𝐞𝐧𝐞𝐮𝐫:
-Define entrepreneurship, distinguishing it from general business activities by emphasizing its focus on innovation, risk-taking, and value creation. Students will describe the characteristics and traits of successful entrepreneurs, including their roles and responsibilities, and discuss the broader economic and social impacts of entrepreneurial activities on both local and global scales.
2. MODULE 2: POLYGONS II
Arahan:
1. Modul ini mengandungi tiga puluh enam soalan. Semua soalan adalah dalam
bahasa Inggeris.
2. Modul merangkumi tujuh konstruk yang diuji
K1 - Memahami soalan dalam bahasa Inggeris
K3 - Memahami istilah matematik dalam bahasa Inggeris
K5 - Menguasai konstruk pengetahuan
K6 - Menguasai konstruk kefahaman
K7 – Menguasai konstruk kemahiran
K8 – Mengungkapkan idea/informasi dalam bahasa Inggeris
K10 – Memahami pengajaran dan pembelajaran dalam bahasa Inggeris
3. Murid hendaklah menulis maklumat diri dalam kertas jawapan objektif
disediakan. Murid juga perlu memastikan maklumat konstruk, nombor soalan dan
jumlah soalan seperti yang dibaca oleh guru di dalam ruangan disediakan dalam
kertas jawapan objektif sebelum ujian.
4. Bagi soalan objektif, anda perlu menandakan jawapan dengan menghitamkan
pilihan jawapan pada pilihan jawapan A , B , C atau D pada kertas jawapan
objektif.
Contoh:
Antara berikut, yang manakah haiwan?
A. Pokok B. Kambing C. Kereta D. Pen
A B C D E
5. Untuk soalan subjektif, jawapan hendaklah ditulis pada kertas berasingan
yang disediakan oleh guru.
6. Jawab semua soalan.
Modul ini mengandungi 18 halaman bercetak
2
3. 1 In a regular polygon, all sides are of equal length and all interior angles are of
equal size.
Which of the following is not a regular polygon?
A C
B D
2 In a regular polygon, the number of axes of symmetry is equal to the number of
sides. The diagram shows a regular hexagon.
How many axes of symmetry are there in a regular hexagon?
A 2
B 4
C 6
D 12
3
4. 3 Angles that are inside a polygon are known as interior angles. The diagram
shows a decagon.
w
x
y
z
Which of the following is an interior angle ?
A w
B x
C y
D z
4 A pentagon has five sides. Which of the following is a pentagon?
A C
B D
4
5. 5 The number of triangles in a polygon is equal to the number of sides of the
polygon minus two.
How many triangles are there in a 12-sided polygon?
A 6
B 10
C 12
D 14
6 The diagram shows a quadrilateral.
p
q
s
r
p, q, r and s are called
A interior angles
B exterior angles
C complementary angles
D supplementary angles
5
6. 7 A two dimensional shape that has equal length and equal interior angles is
known as a
A cuboid
B rhombus
C regular polygon
D irregular polygon
8 A line that divides a shape into two identical parts which are the mirror image of
each other is known as
A axis of symmetry
B y-axis
C x-axis
D diagonal
9 PQRST is a pentagon and RU is a straight line.
P
T
Q
U
R S
y
x
x and y are
A supplementary angles
B complementary angles
C exterior angles
D interior angles
6
7. 10 The diagram shows an equilateral triangle PQR.
Q
R
P
∠ PQR, ∠ QRP and ∠ RPQ are called
A reflex angles
B interior angles
C supplementary angles
D complementary angles
11 Which of the following is a regular polygon?
A C
D
B
7
8. 12 The number of triangles that can be formed in a polygon with n sides is
A n
B n-1
C n+2
D n-2
13 The sum of exterior angles of a polygon is
A 180°
B 360°
C 540°
D 720°
14 Which of the following is an interior angle?
p
r
q
s
A p C r
B q D s
15 How many sides are there in a nonagon ?
A 7
B 8
C 9
D 10
8
9. 16 Which of the following is the correct step to find the sum of the interior angles of
an octagon ?
3 × 180°
A
4 × 180°
B
5 × 180°
C
6 × 180°
D
17 PQRSTU is a regular hexagon.
Q R
P S
x
U T
The value of x can be determined by
360
A
4
360
B
6
180
C
4
180
D
6
9
10. 18 The sum of interior angles of a heptagon is
7 x 180°
A
6 x 180°
B
5 x 180°
C
4 x 180°
D
19 In the diagram , EFGHI is a pentagon.
E F
p q r
G
t s
I H
Which of the following statements is false ?
A p + q = 180°
B q + t = 180°
C p=t
D s + t = 180°
10
11. 20 PQRST is a regular pentagon.
Q
x
P R
T S
Which of the following calculation is used to find the value of x ?
(5 − 2) × 360°
A
3
(5 − 2) × 360°
B
5
(5 − 2) × 180°
C
3
(5 − 2) × 180°
D
5
11
12. 21 The diagram shows an irregular hexagon.
70°
80°
65°
40°
x
35°
Find the value of x
A 60°
B 65°
C 70°
D 75°
22 The diagram shows a combination of two regular polygons.
p
Find the value of p.
A 108°
B 120°
C 132°
D 228°
12
13. 23 The diagram shows part of a regular polygon.
150°
Find the number of sides of the polygon.
A 6
B 10
C 12
D 14
24 In the diagram, RSTUVW is a hexagon.
S
68°
R T
100° 230°
x° U
168°
W V
Find the value of x.
A 120°
B 130°
C 154°
D 168°
13
14. 25 In the diagram EFGHIJ is a polygon.
H
45°
y
G
I
135°
70°
F
x
J E
Find the value of x + y.
A 200°
B 145°
C 115°
D 110°
All questions from number 26 to number 30 must be answered in words.
26 What is a regular polygon?
Answer:
14
15. 27 Describe how to find the number of sides of a regular polygon if the exterior
angle is x°.
Answer :
28 Explain how to draw a regular pentagon.
Answer :
29 Explain how to identify the interior and exterior angles of a polygon.
Answer :
30 Describe the relationship between the number of sides, n of a regular polygon
and the number of triangles that can be formed in the polygon.
Answer :
15
16. 31 Explain how to find the axis of symmetry of the polygon shown below.
Answer :
From Question 32 – 36, the teacher reads the questions to the students. Students
choose the correct answer.
32
P
T
Q
x
R S
A 36°
B 72°
C 108°
D 144°
16
17. 33
P Q
O
•
U R
S
T
A 30°
B 45°
C 60°
D 120°
34
A 4
B 6
C 8
D 10
17
18. 35
A Hexagon
B Heptagon
C Octagon
D Nonagon
36
A ( 6 – 2 ) x 180°
B ( 6 + 2 ) x 180°
( 6 – 2 ) ÷ 180°
C
( 6 + 2 ) ÷ 180°
D
END OF QUESTION PAPER
18
19. KEMENTERIAN PELAJARAN MALAYSIA
KERTAS JAWAPAN OBJEKTIF
Ujian Diagnostik
Nama Pelajar:
Tahun/ Tingkatan : 3 Mata Pelajaran: MATEMATIK
Modul: 2
Nama Sekolah:
GUNAKAN PENSIL 2B ATAU BB SAHAJA.
TENTUKAN TIAP-TIAP TANDA ITU HITAM DAN MEMENUHI KESELURUHAN RUANG.
PADAMKAN HINGGA HABIS MANA-MANA TANDA YANG ANDA UBAH
SILA HITAMKAN JAWAPAN DI BAWAH MENGIKUT HURUF JAWAPAN YANG ANDA PILIH
A A A
B C D E B C D E B C D E
1 31 46
A A A
2 32 47
B C D E B C D E B C D E
A A A
B C D E B C D E B C D E
3 33 48
A A A
B C D E B C D E B C D E
4 34 49
A A A
B C D E B C D E B C D E
5 35 50
A A
B C D E B C D E
6 36 51
A B C D E
A A
7 37 52
B C D E B C D E
A B C D E
A A
B C D E B C D E
A
8 38 53
B C D E
A A
B C D E B C D E
A
9 39 54
B C D E
A A
B C D E B C D E
10 40 55
A B C D E
A A
B C D E B C D E
41 56
A B C D E
11
A A
42 57
B C D E B C D E
A
12 B C D E
A A
B C D E B C D E
A 43 58
B C D E
13
A A
B C D E B C D E
A 44 59
B C D E
14
A A
B C D E B C D E
45 60
A B C D E
15
Jumlah Bilangan Soalan
Konstruk No. Soalan Kegunaan Guru
A B C D E
16
Soalan Gagal Dijawab
A
17 B C D E
A K1 1-5 5
B C D E 1
18
A B C D E
19
K3 6-10 5
2
A B C D E
20
K5 11-15 5
3
A B C D E
21
K6 16-20 5
4
A
22 B C D E
A B C D E
23
K7 21-25 5
5
A B C D E
24
A B C D E
25 26-31 6
K8
6
32-36 5
K10
7
A B C D E
26
A
27 B C D E
8
A B C D E
28
A B C D E 9
29
A B C D E
30
10
19