AQA FP2 June 2007

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Here are the solutions to the AQA FP2 June 2007 paper.

Question 1: The Method of Differences
Question 2: Roots of Polynomials
Question 3: De Moivre's Theorem
Question 4: Argand Diagrams
Question 6: Proof by Induction.
Question 7: Integration of Hyperbolic Functions and Arc Length.
Question 8: Complex Roots (By Kieran and Joe)
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For question 8)c) how did u know that you had to do z - [(2^1/2) * e^(pi*i/12)], and also how did you know that their products would equal the equation with the power of 6?

anonp