Angle A and Angle B are supplementary angles. The ratio of the measure of Angle A to the measure of Angle B is 5:4. Find the measures of Angle A and Angle B.

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asked Feb 3, 2020 170k views

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Amit Samant · Answer 1 · 2020-02-09T10:07:44+0000

Answer:

100° and 80°

Explanation:

Ratio means they are sort of multiples of a certain number (which I used X) and A is 5 times X and B is 4 times X. Since they are supplementary they sum 180°. After summing up both angles and equaling them to 180°, solve for X and substitute in the original equations

Angle A and Angle B are supplementary angles. The ratio of the measure of Angle A-example-1

Angle A and Angle B are supplementary angles. The ratio of the measure of Angle A to the measure of Angle B is 5:4. Find the measures of Angle A and Angle B.

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