For what values of c does the curve have maximum and minimum points? $F(x)=8 x^{3}+c x^{2}+10 x$
A) $|c|\sqrt{30}$
B) $|c|\sqrt{160}$
C) $|c|480$
D) $|c|\sqrt{240}$
E) $|c|15$

Question

For what values of c does the curve have maximum and minimum points? $F(x)=8 x^{3}+c x^{2}+10 x$
A) $|c|>\sqrt{30}$
B) $|c|>\sqrt{160}$
C) $|c|>480$
D) $|c|>\sqrt{240}$
E) $|c|>15$

Quizplus · Accepted Answer

The Answer of For what values of c does the curve have maximum and minimum points? $F(x)=8 x^{3}+c x^{2}+10 x$
A) $|c|>\sqrt{30}$
B) $|c|>\sqrt{160}$
C) $|c|>480$
D) $|c|>\sqrt{240}$
E) $|c|>15$

For What Values of C Does the Curve Have Maximum F(x)=8x3+cx2+10xF(x)=8 x^{3}+c x^{2}+10 xF(x)=8x3+cx2+10x

For What Values of C Does the Curve Have Maximum $F(x)=8 x^{3}+c x^{2}+10 x$