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A bakery sells pies and cakes. Each pie costs $2 to produce, requires a half an hour of labor, and sells for $3; while each cake costs $3, requires an hour of labor, and sells for $5. How many pies and cakes, respectively, should be produced in each 8 hour day if the bakery spends no more than $30 per day on supplies?

A bakery sells pies and cakes. Each pie costs $2 to produce, requires a half an hour of labor, and sells for $3; while each cake costs $3, requires an hour of labor, and sells for $5. How many pies and cakes, respectively, should be produced in each 8 hour day if the bakery spends no more than $30 per day on supplies?

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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A bakery sells pies and cakes. Each pie costs $2 to produce, requires a half an hour of labor, and sells for $3; while each cake costs $3, requires an hour of labor, and sells for $5. How many pies and cakes, respectively, should be produced in each 8 hour day if the bakery spends no more than $30 per day on supplies?
Transcribed Image Text:A bakery sells pies and cakes. Each pie costs $2 to produce, requires a half an hour of labor, and sells for $3; while each cake costs $3, requires an hour of labor, and sells for $5. How many pies and cakes, respectively, should be produced in each 8 hour day if the bakery spends no more than $30 per day on supplies?
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