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prove that sin1(35)sin1(817)=cos1(8485)
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Solution:

Letsin1(35)=A

sinA=35

cos2A=1sin2A

=1925

=1625

cosA=45

$\begin{aligned} \sin ^{-1}\left(\frac{8}{17}\right)=B \\ & \therefore \sin B=\frac{8}{17} \\ & \therefore \cos ^{2} B \\ &=1-\sin ^{2} B \\ & = 1-\frac{64}{289} \\ & = \frac{225}{289} \\ \therefore \cos B=& \frac{15}{17} \therefore …

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