part of a weight reduction program, a man designs a monthly exercise program consisting of bicycling, jogging, and swimming. He would like to eXe rs to swimming, and jog for no more than the total number of hours bicycling and swimming. The calories burned by this person per hour by bicyclin 287, respectively. How many hours should be allotted to each activity to maximize the number of calories burned? What is the maximum number a straint involving jogging in the form <0.) ... Ex, be the number of hours spent bicycling, let x, be the number of hours spent jogging, and let x3 be the number of hours spent swimming. What i 2 x3
part of a weight reduction program, a man designs a monthly exercise program consisting of bicycling, jogging, and swimming. He would like to eXe rs to swimming, and jog for no more than the total number of hours bicycling and swimming. The calories burned by this person per hour by bicyclin 287, respectively. How many hours should be allotted to each activity to maximize the number of calories burned? What is the maximum number a straint involving jogging in the form <0.) ... Ex, be the number of hours spent bicycling, let x, be the number of hours spent jogging, and let x3 be the number of hours spent swimming. What i 2 x3
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter1: Basic Concepts And Properties
Section1.CR: Review Problem Set
Problem 67CR: A crime-scene investigator has 3.4 ounces of a sample. He needs to conduct four tests that each...
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Transcribed Image Text:As part of a weight reduction program, a man designs a monthly exercise program consisting of bicycling, jogging, and swimming. He would like to exercise at most 38 hours, devote at most 2
hours to swimming, and jog for no more than the total number of hours bicycling and swimming. The calories burned by this person per hour by bicycling, jogging, and swimming are 200, 413.
and 287, respectively. How many hours should be allotted to each activity to maximize the number of calories burned? What is the maximum number of calories he will burn? (Hint: Write the
constraint involving jogging in the form s0.)
Let x, be the number of hours spent bicycling, let x, be the number of hours spent jogging, and let x, be the number of hours spent swimming. What is the objective function?
z=x, +X2 +x3
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