Problem 1. A water supply reservoir has an annual capacity of 40 x 10^3 acre-ft. It is serving a city with a present population of 85,00O, which is expected to increase to 150,000 in 25 years. How many years from now will the city's needs exceed the reservoir's capacity? Assume arithmetic growth of the population and an average daily draft from the reservoir of 175 gallons per person. Disregard the losses.
Problem 1. A water supply reservoir has an annual capacity of 40 x 10^3 acre-ft. It is serving a city with a present population of 85,00O, which is expected to increase to 150,000 in 25 years. How many years from now will the city's needs exceed the reservoir's capacity? Assume arithmetic growth of the population and an average daily draft from the reservoir of 175 gallons per person. Disregard the losses.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Problem 1. A water supply reservoir
has an annual capacity of 40 × 10^3
acre-ft. It is serving a city with a
present population of 85,000,
which is expected to increase to
150,000 in 25 years. How many
years from now will the city's needs
exceed the reservoir's capacity?
Assume arithmetic growth of the
population and an average daily
draft from the reservoir of 175
gallons per person. Disregard the
losses.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F48d94a0c-bbbd-4c8b-a994-7d88b56c7808%2Ff35b774a-71be-446c-bf3e-f80d7bf12b12%2Fngu1g9_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem 1. A water supply reservoir
has an annual capacity of 40 × 10^3
acre-ft. It is serving a city with a
present population of 85,000,
which is expected to increase to
150,000 in 25 years. How many
years from now will the city's needs
exceed the reservoir's capacity?
Assume arithmetic growth of the
population and an average daily
draft from the reservoir of 175
gallons per person. Disregard the
losses.
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