2. You are president of the high school band booster club. You have arranged for school's jazz band to perform at a local coffee shop for three hours. In exchance the performance, the booster club will receive three-quarters of the shop's gross receint during that three-hour period. a. Let r be the independent variable representing the gross receipts of the coffee shon during the performance. Let y be the dependent variable representing the share of the gross receipts that the coffee shop will donate to the band boosters. Write an equation relating r and y. b. Use the equation from part a to complete the following table. x, TOTAL GROSS RECEIPTS ($) 250 500 750 1000 y, BOOSTERS' SHARE ($) c. If the coffee shop presents you with a check for $650, what were the gross recepo during the performance? Estimate your answer using a numerical approach.
2. You are president of the high school band booster club. You have arranged for school's jazz band to perform at a local coffee shop for three hours. In exchance the performance, the booster club will receive three-quarters of the shop's gross receint during that three-hour period. a. Let r be the independent variable representing the gross receipts of the coffee shon during the performance. Let y be the dependent variable representing the share of the gross receipts that the coffee shop will donate to the band boosters. Write an equation relating r and y. b. Use the equation from part a to complete the following table. x, TOTAL GROSS RECEIPTS ($) 250 500 750 1000 y, BOOSTERS' SHARE ($) c. If the coffee shop presents you with a check for $650, what were the gross recepo during the performance? Estimate your answer using a numerical approach.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:2. You are president of the high school band booster club. You have arranged for
school's jazz band to perform at a local coffee shop for three hours. In exchance
the performance, the booster club will receive three-quarters of the shop's gross receint
during that three-hour period.
a. Let r be the independent variable representing the gross receipts of the coffee shon
during the performance. Let y be the dependent variable representing the share of
the gross receipts that the coffee shop will donate to the band boosters. Write an
equation relating r and y.
b. Use the equation from part a to complete the following table.
x, TOTAL GROSS RECEIPTS ($)
250
500
750
1000
y, BOOSTERS' SHARE ($)
c. If the coffee shop presents you with a check for $650, what were the gross recepo
during the performance? Estimate your answer using a numerical approach.
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