Suppose $g(x)=4 x^{2}-7 x$. What is $g(x+h)$ ?
A) $4 x^{2}+(8 h+7) x+\left(4 h^{2}+7 h\right)$
B) $4 x^{2}+(8 h-7) x+\left(4 h^{2}-7 h\right)$
C) $4 x^{2}-(4 h-7) x-\left(4 h^{2}-7 h\right)$
D) $4 x^{2}+7 x+h$

Question

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The Answer of Suppose $g(x)=4 x^{2}-7 x$. What is $g(x+h)$ ?
A) $4 x^{2}+(8 h+7) x+\left(4 h^{2}+7 h\right)$
B) $4 x^{2}+(8 h-7) x+\left(4 h^{2}-7 h\right)$
C) $4 x^{2}-(4 h-7) x-\left(4 h^{2}-7 h\right)$
D) $4 x^{2}+7 x+h$

Suppose g(x)=4x2−7xg(x)=4 x^{2}-7 xg(x)=4x2−7x What Is g(x+h)g(x+h)g(x+h) ? A) 4x2+(8h+7)x+(4h2+7h)4 x^{2}+(8 h+7) x+\left(4 h^{2}+7 h\right)4x2+(8h+7)x+(4h2+7h)

Suppose $g(x)=4 x^{2}-7 x$ What Is $g(x+h)$ ?
A) $4 x^{2}+(8 h+7) x+\left(4 h^{2}+7 h\right)$