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Chapter 12: Q12. (page 695)

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

鈭�3and鈭�7

Short Answer

Expert verified

The angles 鈭�3 and 鈭�7 arecorresponding angles.

Step by step solution

01

Step 1. Given Information.

The provided angles are鈭�3 and 鈭�7.

02

Step 2. Definition of corresponding angles.

When two lines are crossed by another line, it is known as transversal.

Corresponding angles are angles that are at the same relative position at each intersection.

03

Step 3. Explanation.

In the given figure, two parallel lines are intersected by a transversal. Since 鈭�3 and 鈭�7 are located in matching corners, 鈭�3 and 鈭�7 are corresponding angles.

04

Step 4. Conclusion.

The angles 鈭�3 and 鈭�7 arecorresponding angles.

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Most popular questions from this chapter

In Exercises 29 and 30, tell whether a triangle exists for the given description. If so, classify the triangle by its angles. If not, explain why not.

Two of the angles are supplementary.

Describe the pattern. (P.772)

3,11,19,27,鈥�

The diagram shown is a side view of a chair designed in the 1930s. In the diagram, m鈭�1=95掳and m鈭�3=45掳. Tell whether the statement is true or false. Explain your reasoning.

  1. 鈭�2 and 鈭�3are corresponding angles.
  2. 鈭�2 and 鈭�3 have equal measures.
  3. 鈭�2 and 鈭�3are complementary angles.
  4. The sum of the measures of 鈭�1,鈭�2and 鈭�3is 180掳.

Use a compass and a straightedge to draw a segment whose length is the sum of the lengths of the given segments.

Let 鈭�1and 鈭�2be complementary angles, and let 鈭�2and 鈭�3be supplementary angles. If m鈭�1=x掳 and m鈭�2=2x掳, find x. Then find m鈭�1, m鈭�2, and m鈭�3.
See all solutions

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