`log(cose^(x))`

int (e^(sqrtx).cose^(sqrtx))/(sqrtx)dx =

simplify: log(log x^(4))-log(log x)

int(log(3x))/(x log(9x))dx= (a) log(3x)-log(9x)+c (b) log(x)-(log3)*log(log9x)+c (c) log9-(log x)*log(log3x)+c (d) log(x)+(log3)*log(log(9x))+c

(1)/(x.log x.log(log x))

Let x =(log_(sin 30^(@))cos 30^(@))(log_(cos30^(@))cot30^(@)) (log_(cot 30^(@))coses 30^(@)) and y = 3^(log_(cot 30^(@))(|x|+3)) then value of y is equal to-

Let x =(log_(sin 30^(@))cos 30^(@))(log_(cos30^(@))cot30^(@)) (log_(cot 30^(@))coses 30^(@)) and y = 3^(log_(cot 30^(@))(|x|+3)) then value of y is equal to-

Let x =(log_(sin 30^(@))cos 30^(@))(log_(cos30^(@))cot30^(@)) (log_(cot 30^(@))coses 30^(@)) and y = 3^(log_(cot 30^(@))(|x|+3)) then value of y is equal to-

Find the value of cos(sec^(-1)x+cose c^(-1)x),|x|geq1

Find the principal value of: cose c^(-1)(2)

Find the integral int(sec^2x)/(cose c^2x)dx