A container is leaking oil, and the volume of oil left in the container after t t days can be modeled by the function V = 200 ( 90 − t ) 2 V=200(90-t)^2 , where V V is measured in liters. Graph the volume function using a graphing utility and calculate the initial volume of oil in the container before it started to leak.

1620000 liters 1620000\text{ liters}

1820000 liters 1820000\text{ liters}

1620000 liters 1620000\text{ liters}

1820000 liters 1820000\text{ liters}

6. Graphical Applications of Derivatives - Part 2 of 2

6. Graphical Applications of Derivatives / Curve Sketching / Problem 6

Problem 6

A container is leaking oil, and the volume of oil left in the container after $t$ days can be modeled by the function $V = 200 (90 - t)^{2}$ , where $V$ is measured in liters. Graph the volume function using a graphing utility and calculate the initial volume of oil in the container before it started to leak.

$1620000 liters$

$1820000 liters$

$1620000 liters$

$1820000 liters$