Problem 4

Find the singular values of A

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L1 - 5 Absolute Value Def. If a is a real number, |a| 0 ▯ a ≥ 0 so that |a| = a< 0 x ex. If x ▯,ndanxeinr f(x)= |x|. x x< 0 = |x| x> 0 ex. If x ,ndanxeinr 2(x − 1) x< 1 g(x)= = |x − 1| x> 1. NOTE: Writeg(x)n i msf f(x): g(x)= and compare the graphs of f(d)a g(x).

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###### Chapter 8.3, Problem 4 is Solved

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