Question: Anyone know how to do this? In C? can be estimated using the following Leibniz formula: 3 5 7'9 Its summation notation is 2i +1

Anyone know how to do this? In C?

Anyone know how to do this? In C? can be estimated using

can be estimated using the following Leibniz formula: 3 5 7'9 Its summation notation is 2i +1 In this assignment. you will write a serial C program to estimate using Leibniz formula. After you verify that the serial implementation is correct, you will modify the serial program into a parallel program using MPI functions (MPI Send and MPI Recv). The user specifics n when running the parallel program on the USM Magnolia cluster. Present your results (estimated , parallel runtime Tp with respect to different n and p values in Table 1, where n is the number of terms in the Leibniz formula and p is the number of processes. Table 1: Estimated , parallel runtime T, with respect to different n and p values. Processes EstimatedTime EstimatedTime Estimatcd Time 32 You can choose a maximum n value (n) so that you can obtain the results with a reasonable estimation accuracy (with six decimal places of accuracy) and runtime (approximately 1 minute) and then lel n n 10 and n -n 100 can be estimated using the following Leibniz formula: 3 5 7'9 Its summation notation is 2i +1 In this assignment. you will write a serial C program to estimate using Leibniz formula. After you verify that the serial implementation is correct, you will modify the serial program into a parallel program using MPI functions (MPI Send and MPI Recv). The user specifics n when running the parallel program on the USM Magnolia cluster. Present your results (estimated , parallel runtime Tp with respect to different n and p values in Table 1, where n is the number of terms in the Leibniz formula and p is the number of processes. Table 1: Estimated , parallel runtime T, with respect to different n and p values. Processes EstimatedTime EstimatedTime Estimatcd Time 32 You can choose a maximum n value (n) so that you can obtain the results with a reasonable estimation accuracy (with six decimal places of accuracy) and runtime (approximately 1 minute) and then lel n n 10 and n -n 100

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