Question
From project P1.3 of our textbook: The value of (pi) can be found using the following infinite series: / 4 = 1 (1 / 3)
From project P1.3 of our textbook: The value of (pi) can be found using the following infinite series: / 4 = 1 (1 / 3) + (1 / 5) (1 / 7) + (1 / 9) Image for the Greek symbol for Pi Write an algorithm to compute . (Note: the statement "Use the formula to compute the value of pi" is not an adequate algorithm.) Your algorithm also cannot use an estimate for Pi at the start that's what your program is trying to compute. Because the formula is an infinite series (and an algorithm must stop after a finite number of steps) you should stop when the first six digits of the calculated value of stop changing. This means that you can stop iterating when the first six digits of the calculated answer are the same as the first six digits of the calculated answer from the prior iteration.
i dont want this written in code. I need help understanding how to go about writing pseudocode or like a step by step process before i write the code. English algorithm.
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