If f=x/(1+x^2)+1/3(x/(1+x^2))^3+1/5(x/(1...

If `f=x/(1+x^2)+1/3(x/(1+x^2))^3+1/5(x/(1+x^2))^5+...` and `g=x-2/3x^3+1/5x^5+1/7x^7-.....` then

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If f(x)=(2x)/(5)+(7)/(3), f^(-1)(x)=

Simplify: x^(2)-3x+5-(1)/(2)(3x^(2)-5x+7)

Find the sum of each of the following series :(i) tan^-1(1/(x^2+x+1))+tan^-1 (1/(x^2+3x+3))+tan^-1(1/(x^2+5X+7))+tan^-1(1/x^2+7x+13)) ......upto n.

Find the sum of each of the following series :(i) tan^-1(1/(x^2+x+1))+tan^-1 (1/(x^2+3x+3))+tan^-1(1/(x^2+5X+7))+tan^-1(1/x^2+7x+13)) ......upto n.

Find the sum of each of the following series :(i) tan^-1(1/(x^2+x+1))+tan^-1 (1/(x^2+3x+3))+tan^-1(1/(x^2+5X+7))+tan^-1(1/x^2+7x+13)) ......upto n.

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