Suppose that the function g is detined, for af rei numbers, as folens. g(x)=⎩⎨⎧−4(x−1)2−121x+2 if x≤−2 if −2
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Suppose that the function g is detined, for af rei numbers, as folens. g(x)=⎩⎨⎧−4(x−1)2−121x+2 if x≤−2 if −2
Suppose that the function g is detined, for af rei numbers, as folens. g(x)=⎩⎨⎧−4(x−1)2−121x+2 if x≤−2 if −2<x≤1 if x>1 Find g(−2),x(−1), and g(3). r(2)=0r(−1)=0r(v)=0
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