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Rob's speed, in miles per hour, $t$ minutes after entering the freeray, is girea by $$ v(t)=-frac{1}{100} t^{3}+frac{1}{10} t^{2}-frac{3}{4} t+60, t leq 20 $$ How
Rob's speed, in miles per hour, $t$ minutes after entering the freeray, is girea by $$ v(t)=-\frac{1}{100} t^{3}+\frac{1}{10} t^{2}-\frac{3}{4} t+60, t \leq 20 $$ How far did he travel over that time interval? CS.JG.086
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