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Python The mathematician Srinivasa Ramanujan found an infinite series that can be used to generate a numerical approximation of 1/: (4k)!( 1103 + 26390k) (k!)43964k

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The mathematician Srinivasa Ramanujan found an infinite series that can be used to generate a numerical approximation of 1/: (4k)!( 1103 + 26390k) (k!)43964k 1 2 9801 k-0 Write a python program (no need to write functions) that uses this formula to compute an estimate of . It should use a while loop to compute terms of the summation until the last term is smaller than 1e-15 (which is Python notation for 1015). You can check the result by comparing it to math.pi K I means factorial of k which is equal to the product of k and all the integers below it. K!-K(K-1) (K-2)

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