This 3-day lesson plan teaches high school honors geometry students how to determine the distance formula, midpoint formula, and slope formula through problem-solving activities. On day 1, students work in groups to discover the distance formula using the Pythagorean theorem. On day 2, groups present their work and the teacher explains how this relates to the distance formula. Day 3 has students find the midpoint and slope formulas through similar exploration and explanation. The goal is for students to understand these geometric concepts and formulas through hands-on learning experiences.
Here is the improved and edited detailed lesson plan with a subject matter SSS Congruence Postulate. I uploaded the old version and now I upload the edited one. you can always download this one..maybe it could help you.
From: 21st Century Lessons: A Boston Teachers Union Initiative and Corey Cheever. Use this Common Core State Standards aligned lesson to engage middle school math students with learning about identifying the slope of a line, and graphing a line with a given slope. The "Do Now" will remind students about the order of operations when dealing with negative numbers and fraction bars. Then, the students will see a demonstration of positive, negative, zero, and undefined slope. During the exploration, students will find slope by definition (rise/run), and the practice will turn towards the slope formula. Finally, the homework assignment investigates slope with regards to geometry. Find this linear equation lesson and companion worksheets - all free - on Share My Lesson: http://www.sharemylesson.com/teaching-resource/the-slope-of-a-line-50033011/
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MATH Lesson Plan sample for demo teaching preyaleandrina
This is my first made lesson plan ...
i thought before that its hard to make lesson plan but being just resourceful and with the help of different methods and strategies in teaching we can have our guide for highly and better teaching instruction:)..
Here is the improved and edited detailed lesson plan with a subject matter SSS Congruence Postulate. I uploaded the old version and now I upload the edited one. you can always download this one..maybe it could help you.
From: 21st Century Lessons: A Boston Teachers Union Initiative and Corey Cheever. Use this Common Core State Standards aligned lesson to engage middle school math students with learning about identifying the slope of a line, and graphing a line with a given slope. The "Do Now" will remind students about the order of operations when dealing with negative numbers and fraction bars. Then, the students will see a demonstration of positive, negative, zero, and undefined slope. During the exploration, students will find slope by definition (rise/run), and the practice will turn towards the slope formula. Finally, the homework assignment investigates slope with regards to geometry. Find this linear equation lesson and companion worksheets - all free - on Share My Lesson: http://www.sharemylesson.com/teaching-resource/the-slope-of-a-line-50033011/
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MATH Lesson Plan sample for demo teaching preyaleandrina
This is my first made lesson plan ...
i thought before that its hard to make lesson plan but being just resourceful and with the help of different methods and strategies in teaching we can have our guide for highly and better teaching instruction:)..
Detailed Lesson Plan (ENGLISH, MATH, SCIENCE, FILIPINO)Junnie Salud
Thanks everybody! The lesson plans presented were actually outdated and can still be improved. I was also a college student when I did these. There were minor errors but the important thing is, the structure and flow of activities (for an hour-long class) are included here. I appreciate all of your comments! Please like my fan page on facebook search for JUNNIE SALUD.
*The detailed LP for English is from Ms. Juliana Patricia Tenzasas. I just revised it a little.
For questions about education-related matters, you can directly email me at mr_junniesalud@yahoo.com
21st Century Instructional Plan Student Population .docxeugeniadean34240
21st Century Instructional Plan: Student Population 2
21st Century Instructional Plan: Student Population
Kimberly Kimbrough
EDU 645
Deana Plaskon
May 11, 2015
LESSON PLAN: AREA OF SQUARES, RECTANGLES AND TRIANGLES
Introducing the concept
Topic
Mathematics: identifying different shapes and finding their area
Grade level
Grade 5
State standards
1. The student understands the concept of area. To meet this standard the student will define area in their own understanding.
2. The student will use the definition of area to solve for area of a square, rectangle and a triangle. To meet this standard, the student will distinguish between a square, rectangle and a triangle.
3. The student will use mathematical reasoning. To meet this standard, the student will analyze how the formulas of the various shapes are developed.
Prerequisite skills
Skills consideration: students should be able to:
1. Distinguish between a square, a rectangle and a triangle
2. Identify length, width and diagonals in shapes
3. Have background information on measurements
Other physical and important prerequisite skills assumed by the lesson:
1. Students should be familiar with shapes
2. Students will need to respond clearly to verbal questions
3. Students need to keenly focus on the teachers instructions on how to find area of different shapes.
Objectives of the lesson
By the end of the lesson, the students should be able to:
1. State the meaning of area
2. Find the area of the different shapes individually
3. Apply the concept of area of the given shapes in real life situations.
Process
Materials:
1. various physical models representing the given shapes
2. chart showing the different shapes and their formulas
3. charts showing different measurements in squared form
Procedures
1. at the beginning of the lesson, the teacher begins by introducing the concept of area
2. a class discussion on distinguishing between a square, a rectangle and a triangle
3. a class discussion on generating formulas of area of the shapes
4. group discussion on finding area of the given shapes
5. finding area of the shapes individually through the teachers guidance
6. students finding area of the shapes individually without guidance
script sample
Teacher: we are going to practice on application of area of the given shapes in real life situations.
Choose 3 students and ask each to identify the length, width and diagonal of the classroom floor. Choose other 6 students, 2 to measure the length, 2 the width, and the remaining two the diagonal. Then ask the class to calculate the area of the classroom floor and area of one side of the floor if it had a diagonal.
Accommodations
Instructional accommodation
1. The students with learning disabilities experience difficulty in mathematics and learning. Each of them will .
Why should English language teachers add something new to their instructional strategies and classroom routines? In this webinar, teachers learn the difference between summative and formative assessments, discover how they are already using formative instruction, and learn new formative assessments strategies. Teachers learn how to choose a formative assessment strategy to inform their instructional practices and to increase student learning, engagement, and involvement in their learning.
This webinar for English language teachers was hosted by the Regional English Language Office at the US Embassy in Peru.
► About the speaker:
▪▪ Lisa Pye is the English Language Fellow in Quito, Ecuador. She brings over 20 years experience in education as a teacher, teacher trainer, professional workshop creator and facilitator, and project manager, in both the U.S. and international environments like the Czech Republic, Madagascar and Costa Rica. Lisa holds a Master’s degree in Art History from CUNY Hunter College, a Master’s degree in Public Administration from Syracuse University, and is currently completing her dissertation in the Cultural Foundations of Education department also at Syracuse University. Lisa supports multicultural, multilingual, and experiential education and learning, Girls Education endeavors, STEAM, and the connections between arts, photography, literacy, and identity.
► Find the webinar here: https://youtu.be/JfZTqqz7e3Q
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★ Follow us on social media! ★
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Today we focused on the spiral approach and enrichment activities. The three-day programme covers the fundamentals of Singapore Math as well as it theoretical underpinnings and participants get to do a bit of model drawing.
Differentiating instruction is important to the content, management and goals in the classroom. Students of all learning styles will be able to succeed in a classroom that differentiates instruction. There are many different trends in instructional styles. When the teacher rotates instructional styles, such as the ones in this presentation, the needs of all the students can be met.
How to Split Bills in the Odoo 17 POS ModuleCeline George
Bills have a main role in point of sale procedure. It will help to track sales, handling payments and giving receipts to customers. Bill splitting also has an important role in POS. For example, If some friends come together for dinner and if they want to divide the bill then it is possible by POS bill splitting. This slide will show how to split bills in odoo 17 POS.
Students, digital devices and success - Andreas Schleicher - 27 May 2024..pptxEduSkills OECD
Andreas Schleicher presents at the OECD webinar ‘Digital devices in schools: detrimental distraction or secret to success?’ on 27 May 2024. The presentation was based on findings from PISA 2022 results and the webinar helped launch the PISA in Focus ‘Managing screen time: How to protect and equip students against distraction’ https://www.oecd-ilibrary.org/education/managing-screen-time_7c225af4-en and the OECD Education Policy Perspective ‘Students, digital devices and success’ can be found here - https://oe.cd/il/5yV
Instructions for Submissions thorugh G- Classroom.pptxJheel Barad
This presentation provides a briefing on how to upload submissions and documents in Google Classroom. It was prepared as part of an orientation for new Sainik School in-service teacher trainees. As a training officer, my goal is to ensure that you are comfortable and proficient with this essential tool for managing assignments and fostering student engagement.
Palestine last event orientationfvgnh .pptxRaedMohamed3
An EFL lesson about the current events in Palestine. It is intended to be for intermediate students who wish to increase their listening skills through a short lesson in power point.
Unit 8 - Information and Communication Technology (Paper I).pdfThiyagu K
This slides describes the basic concepts of ICT, basics of Email, Emerging Technology and Digital Initiatives in Education. This presentations aligns with the UGC Paper I syllabus.
Read| The latest issue of The Challenger is here! We are thrilled to announce that our school paper has qualified for the NATIONAL SCHOOLS PRESS CONFERENCE (NSPC) 2024. Thank you for your unwavering support and trust. Dive into the stories that made us stand out!
Basic phrases for greeting and assisting costumers
Lesson plan in math
1. LESSON PLAN
Name: Rahul Bhandari
Title of lesson: Distance Formula, Midpoint, & Slope
Length of lesson: Three 50 minute class periods
Description of the class:
Name: Geometry
Grade level: High School
Honors or regular: Honors
TEKS addressed:
(a) Basic understandings.
2) Geometric thinking and spatial reasoning. Spatial reasoning plays a critical role in
geometry; shapes and figures provide powerful ways to represent mathematical situations
and to express generalizations about space and spatial relationships. Students use
geometric thinking to understand mathematical concepts and the relationships among
them.
(4) The relationship between geometry, other mathematics, and other disciplines.
Geometry can be used to model and represent many mathematical and real-world
situations. Students perceive the connection between geometry and the real and
mathematical worlds and use geometric ideas, relationships, and properties to solve
problems.
(6) Underlying mathematical processes. Many processes underlie all content areas in
mathematics. As they do mathematics, students continually use problem-solving,
computation in problem-solving contexts, language and communication, connections
within and outside mathematics, and reasoning, as well as multiple representations,
applications and modeling, and justification and proof.
(b) Geometric structure: knowledge and skills and performance descriptions.
(2) The student analyzes geometric relationships in order to make and verify conjectures.
Following are performance descriptions.
(A) The student uses constructions to explore attributes of geometric figures and
to make conjectures about geometric relationships.
2. (B) The student makes and verifies conjectures about angles, lines, polygons,
circles, and three-dimensional figures, choosing from a variety of approaches such
as coordinate, transformational, or axiomatic.
The Lesson:
I. Overview
The goal of this lesson is to have students determine the distance formula and
relate this to the equation of a circle. Students will determine the formulas for
midpoint and slope. This will be done through problem-solving.
II. Performance or learner outcomes
The students will be able to: determine the distance formula and be able to
relate this to the equation of a circle. Also, students will determine the formulas
for midpoint and slope.
III. Resources, materials and supplies needed
Rulers
IV. Supplementary materials, handouts.
Handout for Homework—Attached
Day 1
Five-E Organization
Teacher Does Student Does
Engage:
Learning Experience
Quickly review Pythagorean Theorem.
(assess prior knowledge)
Set up problem that asks students to find
formula for the shortest distance between 2
points.
Questions
1. What is the formula for the Pythagorean
Theorem?
2. What kind of triangles is this for?
3. What is the shortest way to get from
Wal-Mart to Target?
Student Activity
Students are listening and answering
questions.
Expected Student Answers
1. c2 = a2 + b2
2. right triangles
3. a straight line
3. Evaluate
Teacher will make sure students are on task and participating.
Teacher Does Student Does
Explore:
Learning Experience(s)
Teacher is walking around to each group
assessing their progress.
Questions
1. What approach are you using to
solve this problem?
What the students are doing
Students are working in groups to discover
the distance formula.
Expected Student Answers
1. Answer will vary depending on
group.
Evaluate
The teacher will walk around the room to assess each groups’ progress.
Day 2
Teacher Does Student Does
Explain:
Learning Experience(s)
Teacher is listening to students’ ideas.
Calling on different students to give their
opinions.
Questions
Questions will depend on students’
approaches.
Teacher will summarize his/her
approach to help students grasp the
concept.
Teacher’s Approach:
Questions:
1. What is the first thing we have to
do?
2. What formula do you have to use to
find the distance formula?
3. Show different triangles and ask if
the theorem can be applied to them.
4. How do you know to use this
theorem? (Have them say which
sides are a, b, and c.)
What the students are doing
Groups are presenting their work.
Students are listening and correcting their
mistakes.
Expected Student Answers
Students will answer depending on the
question.
Expected Student Answers
1. Graph the points.
2. The Pythagorean Theorem.
3. No
4. The intersection made it a right
triangle.
4. 5. What problem do you have using
this?
6. How do you find the side lengths so
you can use the theorem?
7. How do you use this to find the side
length?
8. Call two students to demonstrate
distance between two horizontal or
vertical points.
9. How do you use these and the
Pythagorean Theorem to find the
distance formula?
10. So, what is the distance formula?
5. No side lengths were given.
6. By labeling the points. (x1, y1)
and (x2, y2)
7. x2-x1 is one side and y2-y1 is the
other.
8. demonstrating distance.
9. By plugging in a=x2-x1, b=y2-y1, and
c is what we are looking for.
10. c2=(x2-x1)2 + (y2-y1)2
Evaluate
The teacher will ask questions to guide the review and the steps to take to find the formula.
Teacher Does Student Does
Extend / Elaborate:
Learning Experience(s)
If time permits, show students how this
formula relates to the equation for a circle.
Teacher will assign worksheet for
homework extra practice.
What the students are doing
Students are listening and paying attention to
teacher.
Students are excited to use the new approach
to find out the distance between two points.
Evaluate
Each student is looking at the questions and thinking about how they will solve them at home.
Day 3
Five-E Organization
Teacher Does Student Does
Engage:
Learning Experience
Reintroduce graph from first day.
Reflect on constructing a perp. line with a
compass to show them the midpoint.
Questions
1. How do you draw a perpendicular
line recalling the lesson on Friday?
(have them explain)
2. Is there a midpoint on this line?
Student Activity
Students are listening and answering
questions.
Expected Student Answers
1. With a compass. Students will
explain how.
2. Yes, the point where the perp. line and
5. 3. What is a midpoint?
4. Can anyone define slope?
5. Think about the slope of this line.
Can you find it?
the original line intersect.
3. A point half-way between two points
on a line.
4. Slant—rate of change.
5. Students will get into groups.
Evaluate
Teacher will make sure students are on task and participating.
Teacher Does Student Does
Explore:
Learning Experience(s)
Teacher is walking around to each group
assessing their progress.
Questions
1. What approach are you using to
solve this problem?
What the students are doing
Students are working in groups to discover
the midpoint formula. Once a group has it,
teacher will okay to move on to finding the
slope formula.
Expected Student Answers
1. Answer will vary depending on
group.
Evaluate
The teacher will walk around the room to assess each group’s
progress.
Teacher Does Student Does
Explain:
Learning Experience(s)
Teacher is listening to students’ ideas.
Calling on different students to give their
opinions.
Questions
Questions will depend on students’
approaches.
Teacher will summarize his/her
approach to help students grasp the
concept.
Explain that we rise before we run.
What the students are doing
Groups are presenting their work.
Expected Student Answers
Students will answer depending on the
question.
Students are listening and correcting their
mistakes.
6. (example of stairs)
Teacher’s Approach:
Questions:
1. Teacher will give a real life
example to explain midpoint
concept.
2. What is the formula for the
midpoint?
3. What does the slope tell us?
4. What is the formula for the slope?
Expected Student Answers
1. Students are paying attention.
2. x=(x1+x2)/2 and y=(y1+y2)/2
3. rate of change
4. (y2-y1)/(x2-x1)
Evaluate
The teacher will ask questions to guide the review and the steps to take to find the formula.
Teacher Does Student Does
Extend / Elaborate:
Learning Experience(s)
Teacher will assign worksheet for
homework extra practice.
What the students are doing
Students are excited to use the new approach
to find midpoint and slope.
Evaluate
Each student is looking at the questions and thinking about how they will solve them at home.
7. (example of stairs)
Teacher’s Approach:
Questions:
1. Teacher will give a real life
example to explain midpoint
concept.
2. What is the formula for the
midpoint?
3. What does the slope tell us?
4. What is the formula for the slope?
Expected Student Answers
1. Students are paying attention.
2. x=(x1+x2)/2 and y=(y1+y2)/2
3. rate of change
4. (y2-y1)/(x2-x1)
Evaluate
The teacher will ask questions to guide the review and the steps to take to find the formula.
Teacher Does Student Does
Extend / Elaborate:
Learning Experience(s)
Teacher will assign worksheet for
homework extra practice.
What the students are doing
Students are excited to use the new approach
to find midpoint and slope.
Evaluate
Each student is looking at the questions and thinking about how they will solve them at home.