How do you express 1(s+1)2 in partial fractions?

1 Answer
May 7, 2016

1(s+1)2 is already in its partial fractions form.

Explanation:

Partial fractions of 1(s+1)2 will be of type

1(s+1)2=As+1+B(s+1)2

= A(s+1)+B(s+a)2

or 1(s+1)2=As+A+B(s+a)2

Equating coefficients of numerator, we have A=0 and A+B=1 or B=1.

Hence 1(s+1)2=0s+1+1(s+1)2

or 1(s+1)2=1(s+1)2

It is apparent that 1(s+1)2 is already in its partial fractions form.