Matrix Factorization Problem | Mathematics | Page 1

neat salmon Aug 25, 2023, 2:15 AM

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solid veldtBOT Aug 25, 2023, 2:15 AM

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spark hill Aug 25, 2023, 3:17 AM

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Hint : Multiplying a matrix M by a diagonal matrix by the right (meaning M x D) multiplies the columns of M by the coefficients of D

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Try multiplying $M = \begin{pmatrix}1&1&1\1&1&1\1&1&1\end{pmatrix}$ by $D = \begin{pmatrix}3&0&0\0&5&0\0&0&7\end{pmatrix}$

fiery valeBOT Aug 25, 2023, 3:21 AM

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Twenty

spark hill Aug 25, 2023, 3:22 AM

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@neat salmon

neat salmon Aug 25, 2023, 4:49 AM

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I'll try

untold stratus Aug 25, 2023, 5:32 AM

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what grade level is this

solid veldtBOT Aug 25, 2023, 6:12 AM

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Matrix Factorization Problem

neat salmon Aug 25, 2023, 7:46 AM

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Ohh i can't solf it

spark hill Aug 27, 2023, 7:01 AM

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neat salmon Ohh i can't solf it

What did you try ?

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Did you try the computation I suggested?

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If you have any questions on how to do matrix product, feel free to @ me

neat salmon Aug 29, 2023, 1:40 AM

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Okay i have tried

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How about it

spark hill Aug 30, 2023, 12:26 AM

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neat salmon

That's right! See how every column of B gets multiplied by the diagonal terms of D ?

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Now, do you see what is the answer to your original question?

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Btw that's a detail but, instead of saying "the value of [...] will be true" you should say "the value of [...] will be appropriate / suitable"
Because a number cannot be "true" or "false"

neat salmon Aug 30, 2023, 3:13 PM

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Ooo i see

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Thank's

#Matrix Factorization Problem