tan^(5)x

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Find the derivative of tan(5x-9)

The domain of tan^(-1)5x is

lim_(xtooo) {(x+5)tan^(-1)(x+5)-(x+1)tan^(-1)(x+1)} is equal to

lim_(xtooo) {(x+5)tan^(-1)(x+5)-(x+1)tan^(-1)(x+1)} is equal to

("lim")_(xtooo)"{"(x+5")"tan^(-1)(x+5)-(x+1)tan^(-1)(x+1)} is equal to

("lim")_(xvecoo)"{"x+5")"tan^(-1)(x+5)-(x+1)tan^(-1)(x+1)} is equal to

tan(5x-10^(2))=cot(5y+20^(@)) then value of (x+y) is