Assume that the circle is a unit circle. The sine of angle a is 0.7. Who’s is cos(a)?

Solution
[tex]sin\text{ }a=0.7[/tex][tex]\begin{gathered} sin\text{ a=0.7} \\ a=sin^{-1}0.7 \\ a=44.427^0 \end{gathered}[/tex]on the second quadrant
[tex]180-44.427=135.572[/tex]Now cos a
[tex]cos\text{ 135.572=-0.71414}[/tex]