(tanx)^sinx use logarithmic differentiation
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y=(tanx)^sinx
dy/dx=sinx.log tanx
we use the formula du.v /dx=v.du/dx+u.dv/dx
here u=sinx , v=log tanx
now using the formula....
dy/dx=log tanx.cosx+sinx.1/tanx.sec^2 x
dy/dx=sinx.log tanx
we use the formula du.v /dx=v.du/dx+u.dv/dx
here u=sinx , v=log tanx
now using the formula....
dy/dx=log tanx.cosx+sinx.1/tanx.sec^2 x
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