the ratio of m<WXZ to m<ZXY is 11:25 what is m<ZXY

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1 answer

Let x be the common ratio between m<WXY and m<ZXY.

Then, we can write the equation (11x):(25x) = 11:25.

Cross-multiplying, we get 11 * 25x = 11x * 25.

Simplifying, we have 275x = 275x.

Dividing both sides by 275, we get x = 1.

Therefore, m<ZXY = 25 * 1 = 25.

The measure of angle ZXY is 25 degrees.