Question: For integer k = 0 consider the integral I(K) = 13 **coskxdx = 323 48% 4: 3.1 Write a function simpson_10) which takes 2 input

For integer k = 0 consider the integral I(K) = 13"

For integer k = 0 consider the integral I(K) = 13" **coskxdx = 323 48% 4: 3.1 Write a function simpson_10) which takes 2 input arguments, k and N, and implements Simpson's rule to compute and return an approximation of 1(k), partitioning the interval 0, 2n into sub-intervals of equal width. [2 marks] In [ ]: 3.2 For k = 1, and for {10-nin EN, 3

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