determine-the-points-where-the-function-hh-has-local-maxima-or-minima-given-hxx1

Question

Determine the points where the function $h$ has local maxima or minima given $h^{'} (x) = (x - 15) (x + 21) (x - 13)$ .

Accepted Answer

Local minima at: $x = -21$ and $x = 15$

Local maximum at: $x equals 13$

Answer

Local minimum at: $x = -21$ $x = 15$

Local maxima at: $x=13$ and $x = 15$

Answer

Local minima at: $h$ and $x = 15$

Local maximum at: $x = - 21$

Answer

Local minimum at: $x = -21$

Local maxima at: $x = -21$ and $x=13$

Determine the points where the function hh has local maxima or minima given h′(x)=(x−15)(x+21)(x−13)h^{\prime}(x)=(x-15)(x+21)(x-13).