# Marks recall that the maclaurin series of the sine

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Chapter 3 / Exercise 56
Applied Calculus
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4. (5 marks) Recall that the Maclaurin series of the sine function is cos x22420( 1)1...( 1)...(2 )!2!4!(2 )!nnnnnxxxxnn=-=-+-+ -+. (a) (2 mark) Find the Maclaurin series of the function y= cos (x2(b) (3 marks) Find the Maclaurin series of a function y= F( x) defined by definite integral F(x) = cos()xtdt. = ). 20Solution
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Chapter 3 / Exercise 56
Applied Calculus
Berresford/Rockett Expert Verified
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