Geometry Writing in Math Prompts

Grade Levels
8th - 10th, Homeschool
Formats Included
  • Zip
Pages
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$18.00
$18.00
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  1. In these YEAR-LONG, NO-PREP resources, students will develop reflective and independent thinking, while connecting mathematical ideas. These are READY TO PRINT and will KEEP STUDENTS ENGAGED while deepening their understanding!I have tried to make these prompts as versatile as possible. Each writing
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Description

In this YEAR-LONG, NO-PREP resource, students will develop reflective and independent thinking, while connecting mathematical ideas. This is READY TO PRINT and will KEEP STUDENTS ENGAGED while deepening their understanding!

I have tried to make these prompts as versatile as possible. Each writing prompt has 3 versions and templates are included for you to also make your own. There are 109 writing prompts included!

The units included are:

1 - Introduction to Geometry

2 - Logic and Proofs

3 - Parallel and Perpendicular Lines

4 - Congruent Triangles

5 - Relationships in Triangles

6 - Similarity

7 - Right Triangles

8 - Quadrilaterals

9 - Transformations

10 - Circles

11 - Area and Perimeter

12 - Surface Area and Volume

Every writing prompt is given in three versions: exit tickets or warmups, interactive notebook pages, and a PDF presentation. You will also receive templates to make your own AND a full answer key. There are 6-11 prompts for each unit and an additional 18 general prompts that can be used throughout the school year.

CHECK OUT THE PREVIEW FOR MORE INFORMATION AND FOR IDEAS FOR USE!

Some of the prompts include:

- When you make mistakes, what do you do first? Do you make corrections or ask questions? Why or why not?

- Do any points remain invariant under glide reflections? Draw a diagram to help you explain.

- How could it be useful to have different formats that can be used when writing a proof?

- Fatima claims that it is possible to rewrite any proof that uses the AAS Theorem as a proof for the ASA Postulate. Do you agree with Fatima? Explain why or why not.

- Why is the hypotenuse always the longest side of a triangle?

- Describe two ways to show that all isosceles right triangles are similar to each other.

- Explain why parallelograms are always quadrilaterals, but quadrilaterals are sometimes parallelograms.

- Explain how you can use a scale factor to determine whether a transformation is an enlargement, a reduction, or a congruence transformation.

- If the measure of an arc in a circle is tripled, will the chord of the new arc be three times as long as the chord or the original arc?

- I want to become better at math so that I can. . .

- How can you show a quadrilateral is an isosceles trapezoid? Draw and label a diagram to help you explain.

- Explain how a cylinder and a prism are alike and how they are different.

- How do you study for a math test? Why do you think that your study methods work? How could you improve them?

You may also be interested in:
GEOMETRY ACTIVITY BUNDLE: First Semester
GEOMETRY ACTIVITY BUNDLE: Second Semester
Geometry Foldable Bundle
Geometry End of Year Review
Geometry Stations Maze Activity Bundle
Emoji Logic Puzzles {for Back to School or Sub Plans}

Geometry "Don't Say It!" Vocabulary Game

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If you have any questions or comments please email me at: mrseteachesmath@gmail.com.

This purchase is for one teacher only.

Purchasing this product grants permission for use by one teacher in his or her own classroom. This item is bound by copyright laws and redistributing, editing, selling, or posting this item (or any part thereof) on the Internet are all strictly forbidden. If you wish to share with colleagues, please purchase additional licenses.

Thank you!

©2017 Mrs. E Teaches Math, LLC

Total Pages
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Answer Key
Included
Teaching Duration
1 Year
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