Given that y=e^xsinx, show that d²x/dx² - 2dy/dx - 2y = 0 (Derivative)

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derivative of y = e^x*sinx

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Q17 | If y=e^(-x) cos⁡x prove that (d^2y)/(dx^2)=2e^(-x)sin⁡x | Second Order Derivative

Find the second derivative of: `(i)x sin x" "(ii)e^(2x)cos 3x" "(iii)x^(3)logx`

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y = x^9.6/3 + 2e^1.3, find the derivative

Find the second derivative of function y = e^(x^2).