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SOLVED: Problem 5 The absolute value function also satisfies the triangle inequality Ix +yl < lxl + lyl: Verify that this inequality is true for three different examples Be sure to have
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![math proofs: absolute values] seeking clarification on how the denominator of M is found in this example : r/HomeworkHelp](https://preview.redd.it/i56m8mjx72i31.png?width=958&format=png&auto=webp&s=a2c0978f14a60beb10f1e1f92ee96eddb59944a8 "math proofs: absolute values] seeking clarification on how the denominator of M is found in this example : r/HomeworkHelp")
math proofs: absolute values] seeking clarification on how the denominator of M is found in this example : r/HomeworkHelp
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![SOLVED: Problem (2 points each) Let and g be bounded functions on [a, b]- Prove the triangle inequality for the uniform norm If +gllu < Ilfllu Ilgllu Using yOur result in a) ,](https://cdn.numerade.com/ask_images/90bc7b54c1144a9c9cd662a28c5f9c40.jpg "SOLVED: Problem (2 points each) Let and g be bounded functions on [a, b]- Prove the triangle inequality for the uniform norm If +gllu < Ilfllu Ilgllu Using yOur result in a) ,")