consider-the-curve-defined-by-yx38x5yx3-8x5-determine-the-smallest-slope-of-the-

Question

Consider the curve defined by $y = x^{3} - 8 x + 5$ . Determine the smallest slope of the curve and the point at which it occurs.

Accepted Answer

Smallest slope: $-8$

Location of the smallest slope: $\left(0,5\right)$

Answer

Smallest slope: $-8$

Location of the smallest slope: $open paren 0 comma negative 5 close paren$

Answer

Smallest slope: $y = x^{3} - 8 x + 5$

Location of the smallest slope: $open paren 0 comma 27 close paren$

Answer

Smallest slope: $-8$

Location of the smallest slope: $open paren 0 comma negative 5 close paren$

Consider the curve defined by y=x3−8x+5y=x^3-8x+5. Determine the smallest slope of the curve and the point at which it occurs.