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    Proving the Relationship between Inverse Sine and Cosine Functions

    To show that cos-1(-x)-cos-1(x)=2sin-1(x) I tried take x= sina taking cos of the whole equation cos(cos-1(-x))-cos(cos-1(x))=2cos(sin-1(x)) now we have to prove : -x-x=2cos(sin-1(x)) LHS: -2x=-2sina=2cos(a+pi/2) RHS: 2cosa Iam not sure how to proceed further..can anyone help me...
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