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Problem 10(20). Let x and y be vectors in R". Prove that |x"y| < ||x|||y- No...

Question:

Problem 10(20). Let x and y be vectors in R. Prove that |xy| < ||x|||y- No work, no credit, messy work, no credit, missed s
Problem 10(20). Let x and y be vectors in R". Prove that |x"y| < ||x|||y- No work, no credit, messy work, no credit, missed steps, no credit disorganized work, no credit.

Answers

for any a anel y Iwe define inner product vectors in IR - <b, y) = xty <x, ay = 11x11² and By triangle inequality 11 x +y 11

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