4. 3/4 Four angles are formed by extending one side (PQ) of the triangle. Three angles inside the triangle and one exterior angle RQS. Create a measure randomly for Angle 2=_ Create a measure randomly for Angle 4 = Find the measure of Angle 1 =_ you chose for angles 2 and 4. and Angle 3 = based on the angle measures Do you need to adjust your chosen angle measures for Angles 2 and 4 so that the interior and exterior theorems for triangles are correct? How would you make any adjustments? Choose a different random measure for Angle 2 = Find Angle 1 =_ and Angle 4 = How did you find the missing angles? and Angle 3 =
4. 3/4 Four angles are formed by extending one side (PQ) of the triangle. Three angles inside the triangle and one exterior angle RQS. Create a measure randomly for Angle 2=_ Create a measure randomly for Angle 4 = Find the measure of Angle 1 =_ you chose for angles 2 and 4. and Angle 3 = based on the angle measures Do you need to adjust your chosen angle measures for Angles 2 and 4 so that the interior and exterior theorems for triangles are correct? How would you make any adjustments? Choose a different random measure for Angle 2 = Find Angle 1 =_ and Angle 4 = How did you find the missing angles? and Angle 3 =
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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
Transcribed Image Text:#4 Exterior Angle Theorem
R
4.
3/4
P
Four angles are formed by extending one side (PQ) of the triangle. Three angles inside the
triangle and one exterior angle RQS.
Create a measure randomly for Angle 2=_
Create a measure randomly for Angle 4 =_
Find the measure of Angle 1 =
you chose for angles 2 and 4.
and Angle 3 =
Find Angle 1 =
How did you find the missing angles?
based on the angle measures
Do you need to adjust your chosen angle measures for Angles 2 and 4 so that the interior and
exterior theorems for triangles are correct?
How would you make any adjustments?
Choose a different random measure for Angle 2 =
and Angle 4 =
and Angle 3 =
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