`(3x+sqrt(9x^2-5))/(3x-sqrt(9x^2-5))=5`

Using componendo and dividendo, find the value of x if (sqrt(3x+4)+sqrt(3x-5))/(sqrt(3x+4)-sqrt(3x-5))=9 .

lim_(x rarr4)(3x-8sqrt(x+4))/(5x-9sqrt(x)-2)

Evaluate: lim_(x rarr 4) (3x-8 sqrt(x)+4)/(5x-9sqrt(x)-2) .

int_(0)^(4)(3sqrt(x+5))/(3sqrt(x+5)+3sqrt(9-x))dx=

THe value of x which satisfy the equation (sqrt(5x^2-8x+3))-sqrt((5x^2-9x+4))=sqrt((2x^2-2x))-sqrt((2x^2-3x+1)) is

THe value of x which satisfy the equation (sqrt(5x^2-8x+3))-sqrt((5x^2-9x+4))=sqrt((2x^2-2x))-sqrt((2x^2-3x+1)) is

THe value of x which satisfy the equation (sqrt(5x^(2)-8x+3))-sqrt((5x^(2)-9x+4))=sqrt((2x^(2)-2x))-sqrt((2x^(2)-3x+1))

The value of x which satisfy the equation (sqrt(5x^2-8x+3))-sqrt((5x^2-9x+4))=sqrt((2x^2-2x))-sqrt((2x^2-3x+1)) is

THe value of x which satisfy the equation (sqrt(5x^2-8x+3))-sqrt((5x^2-9x+4))=sqrt((2x^2-2x))-sqrt((2x^2-3x+1)) is

int(3x+5)/(sqrt(7x+9))dx