Which equation describes how the parent function, [tex]y=x ^{3} [/tex], is vertically stretched by a factor of 4? a.) y=[tex]y=x^{3}+4[/tex] b.) [tex]y=(x+4)^{3} [/tex] c.) [tex]y=4x^{3} [/tex] d.) [tex]y=x^{4} [/tex]

G(x) is vertically stretched of f(x) by a factor a if and only if g(x)=a f(x) sof(x)=g(x)=4...

Mathematics, 12.07.2019 18:50 JessicaSontay8841

Which equation describes how the parent function, $y=x ^{3}$ , is vertically stretched by a factor of 4? a.) y= $y=x^{3}+4$ b.) $y=(x+4)^{3}$ c.) $y=4x^{3}$ d.) $y=x^{4}$

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Which equation describes how the parent function, , is vertically stretched by a factor of 4? a.) y= b.) c.) d.)

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Which equation describes how the parent function, $y=x ^{3}$ , is vertically stretched by a factor of 4? a.) y= $y=x^{3}+4$ b.) $y=(x+4)^{3}$ c.) $y=4x^{3}$ d.) $y=x^{4}$