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In the right triangle ABC, if m < C = 90 and sun A = 3/5, cos B is

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Given a right angle triangle ABC:


\begin{gathered} m\angle C=90 \\ \sin A=(3)/(5) \end{gathered}

As the measure of angle C = 90

so, the sum of the angles A and B = 90

So, angles A and B are complementary angles

so,


\begin{gathered} \sin A=\cos B \\ \\ \cos B=\sin A=(3)/(5) \end{gathered}

so, the answer will be cos B = 3/5

User Margo
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