Please help me with this problem. As a result of heavy rain, the volume of water in a reservoir increased by 1400 acre-ft in 24 hours. Show that at some instant during that period the reservoir’s volume was increasing at a rate more than 225,000 gal/min. (An acre-foot is 43,560 ft3, the volume that would cover 1 acre to the depth of 1 ft. A cubic footholds 7.48 gal.)
Please help me with this problem. As a result of heavy rain, the volume of water in a reservoir increased by 1400 acre-ft in 24 hours. Show that at some instant during that period the reservoir’s volume was increasing at a rate more than 225,000 gal/min. (An acre-foot is 43,560 ft3, the volume that would cover 1 acre to the depth of 1 ft. A cubic footholds 7.48 gal.)
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.7: Applications
Problem 13EQ
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Please help me with this problem.
As a result of heavy rain, the volume of water in a reservoir increased by
1400 acre-ft in 24 hours. Show that at some instant during that period the
reservoir’s volume was increasing at a rate more than 225,000 gal/min. (An acre-foot is 43,560 ft3, the volume that would cover 1 acre to the depth of 1 ft. A cubic footholds 7.48 gal.)
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