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" iii) "(3x-18)/(x^(3)(x+3))...

" iii) "(3x-18)/(x^(3)(x+3))

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Resolve into Partial Fractions (ix) (3x-18)/(x^(3)(x+3))

Resolve into Partial Fractions (ix) (3x-18)/(x^(3)(x+3))

Resolve (3x-18)/(x^(3)(x-3)) into Partial fractions.

Resolve (3x-18)/(x^(3)(x+3)) into Partial fractions.

lim_(x to 3)(x^(3)-4x-15)/(x^(3)+x^(2)-6x-18)=…………………

Evaluate the following limits, if they exist : lim_(x to 3)(x^(3)-4x-15)/(x^(3)+x^(2)-6x-18) .

If x != 3 and x != 6 , then (2x^2 - 72)/(x - 6) - (2x^2 - 18)/(x - 3) =

The domain of the function f(x)=sqrt((log_(0.3)(x-1))/(x^(2)-3x-18)) is

(x^((1)/(3))+(1)/(2*x^((1)/(3))))^(18)