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A reservoir is used to collect all of the rain water that falls over an area A = 100 m2. The reservoir has a small hole of cross-sectional area a located h = 2 m beneath the surface of the water. (a) Assuming an annual rainfall of 1.6 m/year distributed evenly throughout the year, estimate the largest possible value for a that will allow the water level to remain constant in the tank. (b) Find, in liters/day, the amount of water this reservoir can deliver. (c) How many people can this reservoir support?
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