Differentiate the following w.r.t. x √tan√x
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Step-by-step explanation:
differentiating √tan√x. with respect to x
d
---- (√tan√x)=(1/2)×(tan√x)^(1/2-1)×d/dx(tan√x)×d/dx(√x)
dx
= 1/2(tan√x)^-1/2 × sec^2√x × (x)^-1/2
sec^2 √x
= ----------------------
2 √x √tan√x
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