Chapter 7.2, Problem 38E

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7th Edition

Alexander + 2 others

ISBN: 9781337614085

Textbook Problem

Does a isosceles trapezoid have (a) an incenter?.(b) a circumcenter?

To determine

(a)

**To find:**

Does an isosceles trapezoid have an incenter.

Explanation

**Definition:**

Incenter of the triangle:

The three angle bisectors of a triangle are concurrent and always meet in the triangle interior. The incenter is the center of the incircle. The incenter is the one point in the triangle whose distances to the sides are equal.

**Given:**

Does an isosceles trapezoid have an incenter.

**Clarification:**

By the above definition,

The point of concurrence for the three angle bisectors of a triangle is known as incenter of the triangle.

And also in isosceles trapezoid, the angle bisectors are not congruent...

To determine

(b)

**To find:**

Does an isosceles trapezoid have a circumcenter.

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