Question

Find the measure of the angles in the diagram

Answer 1

The measures of the angles in the diagram are as follows:

Angle AQB: 90 degrees

Angle ASB: 180 degrees

Angle ALB: 180 degrees - 90 degrees = 90 degrees

Angle ATB: 0 degrees

Angle ARB: 180 degrees

Angle BWD: 180 degrees .

It seems there might be a mistake in your information. Let's go through the given angles and their measures again:

To solve this problem, we can use the following information:

Angles that are supplementary add up to 180 degrees.

Angles that are vertical angles are equal.

Angles that are alternate interior angles are equal.

Angle ALB

Angle ALB is supplementary to angle AQB, so its measure is 180 degrees - 90 degrees = 90 degrees.

Angle ATB

Angle ATB is vertical to angle ALB, so its measure is equal to angle ALB, which is 90 degrees.

Angle ARB

Angle ARB is supplementary to angle ASB, so its measure is 180 degrees - 180 degrees = 0 degrees.

Angle BWD

Angle BWD is supplementary to angle ATB, so its measure is 180 degrees - 90 degrees = 180 degrees.

Answer 2

Any angle A[anything]B will have measure 90°.

The angle BWD cannot be determined from information shown here.