Find the difference quotient and simplify your answer. F(x)= x² - x + 1, $\frac { f ( 6 + h ) - f ( 6 ) } { h }$ ,h ? 0 A) $\frac { f ( 6 + h ) - f ( 6 ) } { h } = h + 11$ ,h ? 0 B) $\frac { f ( 6 + h ) - f ( 6 ) } { h } = h + 15$ ,h ? 0 C) $\frac { f ( 6 + h ) - f ( 6 ) } { h } = h + 14$ ,h ? 0 D) $\frac { f ( 6 + h ) - f ( 6 ) } { h } = h + 12$ ,h ? 0 E) $\frac { f ( 6 + h ) - f ( 6 ) } { h } = h + 13$ ,h ? 0

Question

Quizplus · Accepted Answer

The function $F(x) = x^2 - x + 1$. Substituting $x = 6 + h$ and $x = 6$ into the function and simplifying the difference quotient gives $h + 11$.

Find the Difference Quotient and Simplify Your Answer f(6+h)−f(6)h\frac { f ( 6 + h ) - f ( 6 ) } { h }hf(6+h)−f(6)​

Find the Difference Quotient and Simplify Your Answer $\frac { f ( 6 + h ) - f ( 6 ) } { h }$