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In angle BCD, the measure of

In angle BCD, the measure of-example-1
User Kirotab
by
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1 Answer

7 votes

To solve this problem, you can use the following diagram as a reference:

To determine the cosine of angle B, recall that in a right triangle:


cos\alpha=\frac{adjacent\text{ leg}}{hypotenuse}.

Therefore:


cosB=(36)/(85).

Rounding the solution to the nearest hundredth, you get:


cosB\approx0.42

Answer:


0.42

In angle BCD, the measure of-example-1
User Gcso
by
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