If int(dx)/(x^2(x^n+1)^((n-1)/n))=-(f(x)...

If `int(dx)/(x^2(x^n+1)^((n-1)/n))=-(f(x))^(1/n)+C` then `f(x)` is (A) `1+x^n` (B) `1+x^-n` (C) `x^n+x^-n` (D) `x^n-x^-n`

If int(dx)/(x^2(x^n+1)^((n-1)/n))=-(f(x))^(1/n)+C then f(x) is (...
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(d^n)/(dx^n)(logx)= (a)((n-1)!)/(x^n) (b) (n !)/(x^n) (c)((n-2)...
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ifint(dx)/(x^2(x^n+1)^(((n-1)/n)) )=-[f(x)]^(1/n)+c ,t h e nf(x)i s ...
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int((cos x)^(n-1))/((sin x)^(n+1))dx=(A)-(cot^(n)x)/(n)+c(B)-(cot^(n)x...
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If int(dx)/(x^(2)(x^(n)+1)^((n-1)/(n)))=-(f(x))^((1)/(n))+C then f(x) ...
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f(x)=(x+x^(2)+......+x^(n)-n)/(x-1),x!=1 then value of f(1) so that f ...
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If (d)/(dx)[ x^(n+1)+c]=(n+1)x^(n), then find int x^(n)dx.
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(d^n)/(dx^n)(logx)=? (a)((n-1)!)/(x^n) (b) (n !)/(x^n) (c)((n-2)!)/(...
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If int(dx)/(x^2(x^n+1)^((n-1)/n))=-(f(x))^(1/n)+C then f(x) is (...
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