Mathematician Leibniz found that * can be approximated by 4 4 4 4 1 +... = 4) (-1)*+1, 11 1 3 7 2 * i – 1 i=1 (a) Write a user-defined function to implement the Leibniz approximation for a by taking n as the input argument and using for loop, wheren is the number of the terms you want to keep in your approximation. (b) Compute the errors in the approximation to a when n = 10, 25, 50, 100. The error is %3D calculated as error = approrimation – n.

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