Prove that cos(sin inverse x) = square root ( 1-x^2)

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1. Prove that cos(sin inverse x) = square root ( 1-x^2)
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2. y = s*square root of(1-s^2) + cos inverse(s)Just give me some hints and I will do it. Thanks. You have y = s*square root
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3. Which statement is true when you solve for x ?x2=9121 (1 point) Responses You would use the inverse operation of square root;
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4. Which statement is true when you solve for x ? x2=9121 (1 point) Responses You would use the inverse operation of square root;
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