Angle A is 36 degrees greater than the right angle. Angle B is half the right angle.

Angle A is 36 degrees greater than the right angle. Angle B is half the right angle. How many degrees is the angle A greater than the angle.

To solve this task, we must perform the following actions:

calculate the degree measure of the first angle.
calculator the degree measure of the second angle.
calculate the difference of the obtained degree measures.
We calculate the degree measure of the angle – a

Each angle has a certain degree measure, greater than zero. The degree measure of a right angle is 90 degrees. We calculate what the degree measure of the angle a is, knowing that it is 36 degrees greater than the right angle, that is, more than 90 degrees. The phrase “more by” means action – addition.

90 + 36 = 126 degrees.

We calculate the degree measure of the angle – b
We calculate what the degree measure of the angle b is, knowing that it is two times less than the right angle, that is, two times less than 90 degrees. The phrase “less in” means action – division.

90/2 = 45 degrees.

Let’s calculate how many degrees the angle a is greater than the angle b
In order to calculate how many degrees the angle a is greater than the angle b, you need to subtract the degree measure of the angle b from the degree measure of the angle a.

126 – 45 = 81 degrees.

Angle a is 81 degrees greater than angle b.

Answer: 81 degrees.