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Chapter 12: Q10. (page 695)

Tell whether the angles are corresponding, alternate, interior, or alternate exterior angles.

鈭�4and鈭�5

Short Answer

Expert verified

The angles 鈭�4 and 鈭�5 arealternate interior angles.

Step by step solution

01

Step 1. Given Information.

The provided angles are 鈭�4 and 鈭�5.

02

Step 2. Definition of alternate interior angles.

When two lines are crossed by another line, it is known as transversal.The angles internal to the two parallel lines, in alternate corners of the transversal are called alternate interior angles.

03

Step 3. Explanation.

In the given figure, two parallel lines are intersected by a transversal. Since 鈭�4 and 鈭�5 are located inside the parallel lines and in opposite corners,鈭�4 and 鈭�5 are alternate interior angles.

04

Step 4. Conclusion.

The angles 鈭�4 and 鈭�5 arealternate interior angles.

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Most popular questions from this chapter

In Exercise 3-6, match the description with correct value.

Measures of interior angles of a regular hexagon.

Draw a line t on a piece of paper. Mark two points on t. At each point, fold the paper so that the two parts of t coincide, then crease the paper. The two creases form lines m and n. How are m and n related? Explain your reasoning.

Tell whether the angles are complementary, supplementary, or neither.

m鈭�5=95掳m鈭�6=85掳

Tell whether the angles are corresponding, alternate, interior, or alternate exterior angles.

鈭�2and鈭�7

鈭�3 and 鈭�4 arecomplementary angles, and m鈭�3=24掳. Find m鈭�4.
See all solutions

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