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A: 14. let x=sin-1(12) x=π6 (∵ sin(π6) = 12)
Find the dy/dx in the following function using appropriate rules for differentiation. Simplify the final answer.
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- Find the differential of y=xsinπx2 at the point x=12 when dx=0,01.(dy/dx)tan x sin 2y = sin^2(x) + cos^2(y) differential equationFind the first derivative of y = (x – 1) √ (2x – x2) + arcsin (x – 1), and y = arctan [ (3 sin x) / (4 + 5 cos x) ], and y = ( ex – e –x ) / (ex + e –x ) Simplify the answer but make the solution detailed and clear.