### Home > CALC3RD > Chapter Ch5 > Lesson 5.1.2 > Problem5-19

5-19.

$\int _ { 0 } ^ { 15 } J ( t ) d t = 83$, where $J$ represents the rate that juice is being poured from a pitcher in ounces per second.

In the context of the problem, write a complete description about what the integral is computing. Use correct units and be sure to mention the meaning of the bounds in your description.

If you graph $y = J\left(t\right)$, what axes labels would you use? What would the area under the curve for $t = 0$ to $t = 15$ represent?