" ii) "(5x+6)/((2+x)(1-x))

The coefficient x^(3) of (5x+6)/((2+x)(1-x)) is

Resolve the following into partial fractions. (5x-6)/((2+x)(1-x))

Resolve (5x+6)/((2+x)(1-x)) into partial fractions.

Resolve (5x+6)/((2+x)(1-x)) into partial fractions.

If (5x+6)/((2+x)(1-x))=a/(2+x)+b/(1-x) , then the values of a and b respectively are:

If (5x+6)/((2+x)(1-x))=11/(3(1-x))+y then y =

Find the coefficient of x^(3) in the power series expansion of (5x+6)/((x+2)(1-x)) specifying the region in which the expansion is valid.

Find the coefficient of x^(3) in the power series expansion of (5x+6)/((x+2)(1-x)) specifying the region in which the expansion is valid.