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13. After a recent Arlington High School basketball game, traffic was exiting the parking lot at a constant rate of 28 cars per minute. The parking lot started with 922 cars. (a) How many cars are still in the parking lot after 10 minutes? (b) Determine a formula for the number of cars, n, in the parking lot after m-minutes. (e) After 25 minutes, the rate at which the cars leave rises to 34 cars per minute. How many total minutes does it take for the parking lot to completely clear? Round to the nearest minute. Show your analysis.

13. After a recent Arlington High School basketball game, traffic was exiting the parking lot at a constant rate of 28 cars per minute. The parking lot started with 922 cars. (a) How many cars are still in the parking lot after 10 minutes? (b) Determine a formula for the number of cars, n, in the parking lot after m-minutes. (e) After 25 minutes, the rate at which the cars leave rises to 34 cars per minute. How many total minutes does it take for the parking lot to completely clear? Round to the nearest minute. Show your analysis.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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13. After a recent Arlington High School basketball game, traffic was exiting the parking lot at a constant rate (b) Determine a formula for the number of cars, n. of 28 cars per minute. The parking lot started with 922 cars. (a) How many cars are still in the parking lot after 10 minutes? in the parking lot after m-minutes. (e) After 25 minutes, the rate at which the cars leave rises to 34 cars per minute. How many total minutes does it take for the parking lot to completely clear? Round to the nearest minute. Show your analysis
Transcribed Image Text:13. After a recent Arlington High School basketball game, traffic was exiting the parking lot at a constant rate (b) Determine a formula for the number of cars, n. of 28 cars per minute. The parking lot started with 922 cars. (a) How many cars are still in the parking lot after 10 minutes? in the parking lot after m-minutes. (e) After 25 minutes, the rate at which the cars leave rises to 34 cars per minute. How many total minutes does it take for the parking lot to completely clear? Round to the nearest minute. Show your analysis
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