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Find derivatives of the following functionse^ sqrt(ax) |
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Answer» SOLUTION :`y = e^ SQRT(AX) dy/DX = e^ sqrt(ax). d/dx (sqrt(ax)) [because d/dx (e^u) = e^u (du)/dx] = e^ sqrt (ax). 1/(2sqrt(ax). d/dx (ax)) [because d/dxsqrt u = 1/(2sqrt u) (du)/dx (e^(sqrt ax).a)/(2sqrt a sqrt x) = (sqrt a. e^ sqrt(ax))/(2 sqrt x)` |
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