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1.3 Partial Fractions

1.3 Partial Fractions

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Question 8
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In a high-frequency electronics design, the transfer function H(s)H(s)H(s) of a specific signal filter is given by:

H(s)=16s+11(2s−3)(4s+1) H(s) = \frac{16s + 11}{(2s - 3)(4s + 1)} H(s)=(2s−3)(4s+1)16s+11​

Determine the values of the constants AAA and BBB such that H(s)H(s)H(s) can be expressed as:

A2s−3+B4s+1 \frac{A}{2s - 3} + \frac{B}{4s + 1} 2s−3A​+4s+1B​

where AAA and BBB are integers.

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Markscheme

1.3 Partial Fractions Questions

  1. A Level
  2. /Maths
  3. /1.3 Partial Fractions

13 exam-style questions on Edexcel A Level Maths 1.3 Partial Fractions. Each one has a worked solution and a mark scheme showing where the marks go.

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