(logsinx)^2differentiate them
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By applying chain rule,
y = (logsinx)^2
dy/dx = 2log(sinx) x d/dx(logsinx)
dy/dx = 2log(sinx) x 1/sinx x d/dx(sinx)
dy/dx = 2log(sinx) x 1/sinx x cosx x 1
dy/dx = 2log(sinx).cotx
PS: If you find the answer helpful, please mark it as brainliest!
y = (logsinx)^2
dy/dx = 2log(sinx) x d/dx(logsinx)
dy/dx = 2log(sinx) x 1/sinx x d/dx(sinx)
dy/dx = 2log(sinx) x 1/sinx x cosx x 1
dy/dx = 2log(sinx).cotx
PS: If you find the answer helpful, please mark it as brainliest!
neha287:
2(log sinx)cotx hoga
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