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Write a cubic function that has been reflected about x-axis, vertically stretched by 3, and up 7. a. y = (-3x)^3 + 7 b. y = -3(x + 7)^3 c. y = (-3x + 7)^3 d. y = -3(x)^3 + 7
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general form \[y = \pm a (x-h)^{3} +k\] a -> vertical stretch = 3 h -> horizontal shift = 0 k -> vertical shift = 7 reflection makes it "negative"
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