Mathematics, 27.08.2021 05:30, joshxg227

Do functions with these characteristics exist? 1) A function k has domain (-∞,4) is decreasing on (-∞,-1), and k(x)<0 on the interval (-3,1) and k≥0 everywhere else.

2) A function g is even and is increasing from (-2,2).

Answers: 3

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Do functions with these characteristics exist? 1) A function k has domain (-∞,4) is decreasing on (-∞,-1), and k(x)<0 on the interval (-3,1) and k≥0 everywhere else. 2) A function g is even and is increasing from (-2,2).

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Do functions with these characteristics exist? 1) A function k has domain (-∞,4) is decreasing on (-∞,-1), and k(x)<0 on the interval (-3,1) and k≥0 everywhere else.

2) A function g is even and is increasing from (-2,2).