PROBLEM 20 – 0494: Given a two-dimensional array AMATR which contains 10 rows and 10 columns and a one- dimensional array called DIAG which contains 10 elements, write a program segment in FORTRAN to compute the elements of D1AG from DIAG(I) = AMATR(I,I) for I =1,2,. .,10. Then compute the trace of AMATR, which is defined as trace(AMATR) = 10E¡ = 1 AMATR(I, I) = 1° = 1 DIAG(I). 105 Zi =

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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PROBLEM
20 - 0494:
Given a two-dimensional array
AMATR which contains 10
rows and 10 columns and a one-
dimensional array called
DIAG which contains 10 elements,
write a program segment
in FORTRAN to compute the
elements of D1AG from
DIAG(I) = AMATR(I, I)
for I =1,2,. .,10. Then compute the
trace of AMATR, which is
defined as
trace(AMATR) = 1°£i = 1
%3D
AMATR(I, I) = 10Ei = 1
DIAG(I).
Transcribed Image Text:PROBLEM 20 - 0494: Given a two-dimensional array AMATR which contains 10 rows and 10 columns and a one- dimensional array called DIAG which contains 10 elements, write a program segment in FORTRAN to compute the elements of D1AG from DIAG(I) = AMATR(I, I) for I =1,2,. .,10. Then compute the trace of AMATR, which is defined as trace(AMATR) = 1°£i = 1 %3D AMATR(I, I) = 10Ei = 1 DIAG(I).
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