" (iii) "3(1-x)<2(x+4)

If 3^(1+x)+3^(1-x)=10 then the values of x are

int dx/(x(1+root(3)(x))^2) is equal to : (i) 3log(x^(1/3)/(1+x^(1/3))+1/(1+x^(1/3)))+C (ii) 3log(((1+x^(1/3))/x^(1/3))+1/(1+x^(1/3)))+C (iii) 3log(((1+x^(1/3))/x^(1/3))+1/(1+x^(1/3)))+C (iv) none of these

Solve 3^(1+x)+3^(1-x)=10

Solve 3^(1+x)+3^(1-x)=10 .

(1)/(x^(3)(1-x))

If (x^(2) + 1)/(x)= 3(1)/(3) and x gt 1 , find x^(3)- (1)/(x^(3))

Evaluate lim_(x to 2) (3^(x)+3^(x-1)-12)/(3^((-x)/(2))-3^(1-x))

y = tan ^ (- 1) [(3x-x ^ (3)) / (1-3x ^ (2))], - (1) / (sqrt (3))

Solve 3^(x-1)+3^(1-x)=2 is