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numerade.com
Prove that if || . || is a vector norm on R^n and p = 0, then ||a - b|| <= ||a - c|| ||c - b|| by using the original definition of the natural matrix norm ||a||p.
VIDEO ANSWER: Okay, so here we are going to use a trick. That is, we want to show that the norm of A -Z is less than equal to the norm of A, multiplied by the …
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