PROBLEM 1: Joey is a college student who is good at designing and creating furniture. He has 6 units of wood and 28 hours of free time in which he will make storage boxes. Two models have sold well in the past, so he will restrict himself of those two. He estimates that model 1 requires 2 units of wood and 7 hours of time. Model 2 requires 1 unit of wood and 8 hours of time. The prices of the models are 120 and #80, respectively. How many storage boxes of each model should he assemble if the wishes to maximize his sales revenue?
PROBLEM 1: Joey is a college student who is good at designing and creating furniture. He has 6 units of wood and 28 hours of free time in which he will make storage boxes. Two models have sold well in the past, so he will restrict himself of those two. He estimates that model 1 requires 2 units of wood and 7 hours of time. Model 2 requires 1 unit of wood and 8 hours of time. The prices of the models are 120 and #80, respectively. How many storage boxes of each model should he assemble if the wishes to maximize his sales revenue?
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:PROBLEM 1: Joey is a college student who is good at designing and creating furniture. He has 6 units of
wood and 28 hours of free time in which he will make storage boxes. Two models have sold well in the past,
so he will restrict himself of those two. He estimates that model 1 requires 2 units of wood and 7 hours of
time. Model 2 requires 1 unit of wood and 8 hours of time. The prices of the models are 120 and
#80, respectively. How many storage boxes of each model should he assemble if the wishes to maximize his
sales revenue?
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