Ex 4 Partial Fractions

  • December 2019
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Exercise 4: Partial Fractions 1.

Express the following fraction into partial fractions (a)

3 x  10 ( x  2)( x  4)

(g)

x4 (2 x  1)( x  1) 2

(b)

x2 1 x2 1

(h)

4x (3 x  1)( x  1) 2

(i)

4 x 4

(j)

2x  3 (3 x  2)( x 2  1)

(k)

x 1 2x  5x 2  2x

(l)

x2  2 ( x  1)(2 x  1)

(m)

x5 ( x  1) 2 ( x  1)

x 2  5x (c) (1  x)(1  x) 2 (d)

(e)

(f)

4x  9 x ( x  3) 2 x( x  1)( x  1)

x 2  3x  1 ( x  1)( x  2)

2

3

6  7x partial fractions. [4] (2  x)(1  x 2 )

2.

Express in

3.

Express in

4.

Express in

x3  x  2 partial fractions. ( x  1)( x 2  1)

5.

Express in

x 2  7x  6 partial fractions. [4] ( x  1)( x  2)( x  1)

6.

Express in

4x partial fractions. ( x  4)( x 2  3)

9x 2  4 partial fractions. [5] (2 x  1)( x  2) 2 [5]

[5]

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