Question

Write the expression $sin(sin^-1 (\sqrt{3} / 2) - tan^-1 (x)$ as an algebraic expression involving no trigonometric functions. You don’t need to rationalize the denominator.

Answer 1

Answer:

Step-by-step explanation:

$let~sin ^{-1}(\sqrt{3} /2)=y\\sin y=\sqrt{3} /2=sin ~(\pi /3),sin (\pi -\pi /3)\\y=\pi /3,2 \pi /3$

$sin ^{-1}(\sqrt{3} /2)=\pi /3,2\pi /3$

your question is not clear.