We will not have any assignments this final week, I just ask that you do the following:

1. Please watch the core awards that will post to the Rocky Top YouTube page on Wednesday of this week.

2. Look for your grades to be posted later this week.

3. Have a great summer

4. Please reach out in the future if there is ever anything that I can do to help!

For those at Legacy High School next year, look for me in the halls! Don't be afraid to say hello!

I miss you all and hope that you have a great summer!

Mr. Dennert]]>

Assignments Due May 15th at 4 PM

Link to Checklist

Learning Intention

I will be examining congruence in all types of triangles.

Success Criteria:

I am successful when….

- Use the SAS Congruence Theorem
- Work with equilateral and isosceles triangles
- Use the SSS Congruence Theorem
- Use the Hypotenuse-Leg Congruence Theorem
- Use the ASA Congruence Theorem
- Use the AAS Congruence Theorem
- Identify congruent triangles
- Solve real-life problems using triangle congruence theorems

Section 12.6 Angle-Side-Angle and Angle-Angle-Side Triangle Congruence

May 4-8

Assignments Due May 8th at 4 PM

Link to Checklist

Learning Intention

I will be examining proving triangle congruence with a multitude of ways.

Success Criteria:

I am successful when….

- I can prove triangle congruence using the Side-Side-Side (SSS) Method
- I can use the hypotenuse leg congruence Theorem.
- I can prove triangle congruence using the Angle-Side-Angle (ASA) Method
- I can prove triangle congruence using the Angle-Angle-Side (AAS) Method

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12.4 Equilateral and Isosceles Triangles

April 27- May 1

Link to Checklist

Learning Intention

I will be the properties that lead to triangle congruence

Success Criteria:

I am successful when….

- I can use the Side-Angle-Side (SAS) congruence theorem
- I can apply the SAS theorem to different shapes.
- I can apply SAS to a real life application
- I can use the base angles theorem
- I find the measures in an equilateral triangle
- I can use isosceles and equilateral triangles in the same problem.

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April 20-24

Assignments Due April 24th at 4 PM

Link to Checklist

Learning Intention

I will be examining parts of polygons and triangles to determine congruency and classify the triangles.

Success Criteria:

I am successful when….

- I can classify triangles by sides and their angles
- I can classify triangles in a coordinate plane
- I can use the triangle sum theorem
- I can find an unknown angle measure of a triangle
- I can identify corresponding parts in two or more polygons
- I can use properties of congruent figures
- I can prove two polygons are (or are not) congruent
- I can use the third angles theorem.

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April 13-17

Assignments Due April 17 at 4 PM

Link to Checklist

Learning Intention

I will be examining how transforming an image can create congruent images.

Success Criteria:

I am successful when….

- Identify congruent figures
- Describe a congruence transformation.
- Using reflections in Parallel Lines Theorem.
- Using the reflections in Intersecting Lines Theorem.
- Review for Chapter 11 Test

Section 11.2 and 11.3 Reflections and Rotations

April 6-10

Assignments Due April 10, 2020 at 4 PM

Weekly Assignment Checklist Link

Learning Intention

I will be examining how to reflect and rotate shapes, vectors, and images within a coordinate plane

Success Criteria:

I am successful when….

- Reflecting in horizontal and vertical lines
- Reflecting over the line y = x and y = -x
- Performing a glide reflection
- Identifying Lines of Symmetry
- Finding minimum distance
- Drawing a rotation
- Rotating a figure in the coordinate plane
- Performing a composition
- Identifying rotational symmetry

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Week of April 1 - 3

Section 11.1 Translations

Assignments Due Date Friday April 3 at 4:00 PM

Welcome Back Letter

Weekly Checklist <---- This is where you find your work for the week in math!

Learning Intention

I will be examining translations of vectors, shapes, and other objects in a coordinate plane.

Success Criteria:

I am successful when….

- I can identify vector components
- I can translate a figure using a vector
- I can write a translation rule
- I can translate a figure in a coordinate plane
- I can transform a composition in a coordinate plane

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