partial fraction 1/x(x+1)
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Step-by-step explanation:
Let me write
1/x(x -1) = A/x.+ B/x-1 = {A(x - 1)+ Bx}/x(x - 1 )
= {(A + B)x - A}/x(x - 1)
I can write
-A =1
(A + B)x = 0
x is not zero therefore A +.B = 0 Or A = -B
A = - 1
B = 1
1/x(x-1) =1/(x - 1 ) - 1/x
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