Q1: A travel agent is planning a week-long ski trip for students at a local university. The package includes airfare, transfers, lodging, breakfast and dinner each day, and lift tickets. The price is $450 per person unless the number of persons signing up exceeds 150. In this case, the package price for all persons is reduced by $2.50 for each person in excess of 150. If p equals to price of the package in dollars and n equals the number of persons signing up for the tour, determine the function p=f(n).

Q1: A travel agent is planning a week-long ski trip for students at a local university. The package includes airfare, transfers, lodging, breakfast and dinner each day, and lift tickets. The price is $450 per person unless the number of persons signing up exceeds 150. In this case, the package price for all persons is reduced by $2.50 for each person in excess of 150. If p equals to price of the package in dollars and n equals the number of persons signing up for the tour, determine the function p=f(n).

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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Question

Q1: A travel agent is planning a week-long ski trip for students at a local university.
The package includes airfare, transfers, lodging, breakfast and dinner each day, and
lift tickets. The price is $450 per person unless the number of persons signing up
exceeds 150. In this case, the package price for all persons is reduced by $2.50 for
each person in excess of 150. If p equals to price of the package in dollars and n
equals the number of persons signing up for the tour, determine the function
p=f(n).

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