Find arcsin [cos (Pi/2)]

The answer is 0.

How do you solve this problem? Thanks.

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  1. You have to use the definition of cos and sin. If you use the geometric definition using a right triangle, then you see that

    cos(x) = sin(pi/2-x)

    If you take the cosine of one angle (alpha), you get the same as when you take the sin of the other angle (beta). Now, alpha is 90° - beta, so the result follows.

    So, arcsin[cos(pi/2)] =
    arcsin[sin(0)] = 0

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  2. You are standing 35 feet from a billboard. The angle of elevation is 58 degrees. How tall is the billboard? Round your answer to the nearest foot

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