On a routine inspection of the water system of Cincinnati, Fernanda discovers a pipe leaking at the rate of L(t) = 0.3t+2 liters/hour, thours after the leak begins. Fernanda doesn't discover the leak until 2 hours after it began. How much water has leaked out to that point? liters (round your answer to the nearest whole number) Suppose the pipe leaks for t hours. The total amount of water leaked can be expressed as W(t) = How long will it be until 38 liters of water will have leaked out of the pipe? (round your answer to the nearest hour)
On a routine inspection of the water system of Cincinnati, Fernanda discovers a pipe leaking at the rate of L(t) = 0.3t+2 liters/hour, thours after the leak begins. Fernanda doesn't discover the leak until 2 hours after it began. How much water has leaked out to that point? liters (round your answer to the nearest whole number) Suppose the pipe leaks for t hours. The total amount of water leaked can be expressed as W(t) = How long will it be until 38 liters of water will have leaked out of the pipe? (round your answer to the nearest hour)
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 45SE: A driver of a car stopped at a gas station to fill up his gas tank. He looked at his watch, and the...
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