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Sticky Note
(14x + 10)/(x(x + 5)) decomposes as?
  1. 2/x + 12/(x +5)
  2. 3/x + 22/(x +5)
  3. 4/x + 16/(x +5)
  4. None of these
Explanation

Write (14x + 10)/(x(x + 5)) = A/x + B/(x + 5)

Multiply both sides by x(x + 5):

14x + 10 = A(x + 5) + Bx

Now find A and B by plugging in values for x:

Put x = 0:

14_0 + 10 = A(0 + 5) + B_0

10 = 5A

A = 2

Put x = -5:

14_(-5) + 10 = A(0) + B_(-5)

-70 + 10 = -5B

-60 = -5B

B = 12

So (14x + 10)/(x(x + 5)) = 2/x + 12/(x + 5)


Last verified on 25-05-2026

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