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Homework Due Friday Maintenance Sheet 26. Homework Due Friday Maintenance Sheet 26.

Published byΓάννης Σκλαβούνος Modified over 5 years ago

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Presentation on theme: "Homework Due Friday Maintenance Sheet 26. Homework Due Friday Maintenance Sheet 26."— Presentation transcript:

1

2 Homework Due Friday Maintenance Sheet 26

3 Homework Due Friday Maintenance Sheet 26
Draw & Label *round to the nearest hundredths

4 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. 

5 Dance Dance Transversal!
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Dance Dance Transversal! (Based on the Game “Dance Dance Revolution”)

6 Dance Dance Transversal! Instructions
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Dance Dance Transversal! Instructions Alt-Interior Alt-Exterior Vertical Corresponding Corresponding

7 MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. ROUND 1

8 Alt-Interior Alt-Exterior Vertical Alt-Interior Alt-Exterior Vertical
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Alt-Exterior Vertical

9 ROUND 2 MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why.

10 Alt-Interior Alt-Exterior Vertical Alt-Interior Alt-Exterior Vertical
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Alt-Exterior Vertical

11 ROUND 3 MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why.

12 Alt-Interior Alt-Exterior Vertical Alt-Interior Alt-Exterior Vertical
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Alt-Exterior Vertical

13 ROUND 4 MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why.

14 Alt-Interior Alt-Exterior Vertical Alt-Interior Alt-Exterior Vertical
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Alt-Exterior Vertical

15 ROUND 5 MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why.

16 Alt-Interior Alt-Exterior Vertical Alt-Interior Alt-Exterior Vertical
MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Corresponding Alt-Interior Alt-Exterior Vertical Alt-Exterior Vertical

17 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why. 

18 MSE8.G.5 I can show and/or explain how the angle-sum and exterior-angle theorems of a triangle are true. I can identify angle pairs created by parallel lines cut by a transversal and explain which angle pairs are congruent or supplementary and why

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