Mathematics, 21.11.2020 01:00 jada741

The function L is the rate of change of the volume V of oil, in liters per hour, draining from a storage tank at time t (in hours). Interpret the integral $\int\limits^2_0 {L(t)} \, dt=100$ .

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The function L is the rate of change of the volume V of oil, in liters per hour, draining from a sto...

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The function L is the rate of change of the volume V of oil, in liters per hour, draining from a storage tank at time t (in hours). Interpret the integral.

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Another question on Mathematics

The function L is the rate of change of the volume V of oil, in liters per hour, draining from a storage tank at time t (in hours). Interpret the integral $\int\limits^2_0 {L(t)} \, dt=100$ .