Question

What is the measure of angle B, in degrees?​

Answer 1

Answer: Angle B is 33 degrees

This triangle is isosceles because two sides are congruent or the same length. The angles opposite the congruent sides are congruent angles. Therefore angle A = angle B = 33 degrees. Both are 33 degrees.

Answer 2

The measure of the angle B is 33 degrees

First, it is important to note that an isosceles triangle has two sides of equal length and the angles opposite those sides are of equal measure.

Now, from the diagram shown, we have that the sides of the triangle are both 7 each

Also, the angles A and B are opposite to each other making them equal.

So, then,

If angle A measures 33 degrees

Angle B = 33 degrees