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Generate a random matrix with the following characteristics: • Make it 4 columns, by 1000 rows. • One column must be Poisson(5), one column must be normal with mean 10, and sd 6, and one should be uniform between 5 and 10. The last is up to you. • Find MMT and MTM. . Call the smaller of the two, matrix A.

Generate a random matrix with the following characteristics: • Make it 4 columns, by 1000 rows. • One column must be Poisson(5), one column must be normal with mean 10, and sd 6, and one should be uniform between 5 and 10. The last is up to you. • Find MMT and MTM. . Call the smaller of the two, matrix A.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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1.1 Generate a random matrix with the following characteristics: • Make it 4 columns, by 1000 rows. • One column must be Poisson(5), one column must be normal with mean 10, and sd 6, and one should be uniform between 5 and 10. The last is up to you. Find MMT and MTM. Call the smaller of the two, matrix A. ● ●
Transcribed Image Text:1.1 Generate a random matrix with the following characteristics: • Make it 4 columns, by 1000 rows. • One column must be Poisson(5), one column must be normal with mean 10, and sd 6, and one should be uniform between 5 and 10. The last is up to you. Find MMT and MTM. Call the smaller of the two, matrix A. ● ●
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