A garden hose fills a swimming pool at a constant rate, adding 10 10 10 cubic meters of water per hour. Let V ( x ) V(x) V ( x ) be the volume of water in cubic meters in the pool from time t = 0 t=0 t = 0 to t = x t=x t = x hours. Find a formula for V ( x ) V(x) V ( x ) .

V ( x ) = 10 x V(x) = 10x V ( x ) = 10 x

V ( x ) = 10 x V(x)=\frac{10}{x} V ( x ) = x 10

V ( x ) = x 10 V(x)=\frac{x}{10} V ( x ) = 10 x

V ( x ) = 10 x 2 V(x)=10x^2 V ( x ) = 10 x 2

A garden hose fills a swimming pool at a constant ...

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