Let F$($x$)=\backslash$int$\_(-1)^$x $($t$^(2)-1)^((5)/(3))$dt$,$ for x$>=-1.$

$(5$ pts $)$ aF$^(\text{'})($x$).$

$(5$ pts $)$ bF increasing and decreasing?

$(5$ pts $)$ cF concave up and concave down?

$(5$ pts $)$ dF$.$ Label on the graph any local ma$($x$)/($m$)$in points, and

points of inflection.