Question: Develop the pseudo code like the worker processes demonstrated Please ANSWER A and C process worker(w = 1'to P] { # strips in parallel int
Develop the pseudo code like the worker processes demonstrated
Please ANSWER A and C

![and C process worker(w = 1'to P] { # strips in parallel](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2024/09/66f506d47a2d2_10066f506d417e95.jpg)
process worker(w = 1'to P] { # strips in parallel int first = (-1) + n/P/ # first row of strip int last = first + n/P - - 1; # last row of strip for (i = first to last) { for ( = 0 to n-1) { c[i,j] = 0.0; for [k-Oto n-1) c[i,j] = c(1,3] + a[1,k)*b[k,j]; } 1.13 The transpose of matrix M is a matrix T such that T[i,j] =M[1,1], for all i and j. (a) Write a parallel program using shared variables that computes the transpose of an nxn matrix m. Use P worker processes. For simplicity, assume that n is a multiple of P. (c) Modify your programs to handle the case when n is not a multiple of P. process worker(w = 1'to P] { # strips in parallel int first = (-1) + n/P/ # first row of strip int last = first + n/P - - 1; # last row of strip for (i = first to last) { for ( = 0 to n-1) { c[i,j] = 0.0; for [k-Oto n-1) c[i,j] = c(1,3] + a[1,k)*b[k,j]; } 1.13 The transpose of matrix M is a matrix T such that T[i,j] =M[1,1], for all i and j. (a) Write a parallel program using shared variables that computes the transpose of an nxn matrix m. Use P worker processes. For simplicity, assume that n is a multiple of P. (c) Modify your programs to handle the case when n is not a multiple of P
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