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A v-shape that opens upward and a point plotted at the vertex of the v-shape are plotted on a coordinate plane.
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Select the equation of the piecewise function shown in the graph.
(1 point)
f(x)={−x−4x+4ififx≤−2x>−2
f(x)={−2x−42x+4ififx<−2x>−2
f(x)={−2x2x+4ififx<−2x≥−2
f(x)={−2x−42x+4ififx<−2x≥−2
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Answered by
GPT-5 mini
AI
f(x) = { -2x - 4, if x < -2; 2x + 4, if x ≥ -2 }.
Reason: At x = -2 both pieces give 0, so the vertex is (−2,0). The left/right slopes are −2 and +2, producing the upward V.
Reason: At x = -2 both pieces give 0, so the vertex is (−2,0). The left/right slopes are −2 and +2, producing the upward V.
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