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If x^y= e^(x_y), prove dy÷dx =(logx)(log e.x)^(_2)

JEE Main Mathematics PYQs | Functions | JEE Main Mathematics Previous Years Questions 2022 - 2024

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If x^y=e^x-y prove that dy/dx=logx/(1+logx)^2 Derivative HOTs Maths by Govinda Rao

If y ` = e^(log x ) , then ( dy)/(dx) `

If `y=tan^(-1){((log)_e(e//x^2))/((log)_e(e x^2))}+tan^(-1)((3+2\\ (log)_e x)/(1-6\\ (log)_e x))...

If x^y=e^x-y, then show that dy/dx=logx/(1+logx)² || SAQ || Differentiation

If y^x=e^y-x then dy/dx=(1+logy)^2/logy | If x^y=e^x-y then dy/dx=logx/(1+logx)^2

If y^x =e^(y-x), prove that dy/dx = (1+logy)^2/logy

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