A lake is stocked each spring with three species of fish, A, B, and C. Three foods, I, II, and III, are available in the lake. Each fish of species A requires an average of 1.33 unit of food I, 2.8 units of food II, and 1.76 units of food III each day. Species B requires an average of 2.3 units of food I, 0.95 units of food II, and 0.6 units of food III daily. Specie C fish require 0.85, 1.59, and 2.06 units of I, II, and III per day, respectively. If 483 units of food I, 897 units of food II, and 649 units of food III are available daily, how many of each species should be stocked? There are should be about fish of species A, about fish of species B, and about (Round to the nearest integer as needed.) fish of species C.
A lake is stocked each spring with three species of fish, A, B, and C. Three foods, I, II, and III, are available in the lake. Each fish of species A requires an average of 1.33 unit of food I, 2.8 units of food II, and 1.76 units of food III each day. Species B requires an average of 2.3 units of food I, 0.95 units of food II, and 0.6 units of food III daily. Specie C fish require 0.85, 1.59, and 2.06 units of I, II, and III per day, respectively. If 483 units of food I, 897 units of food II, and 649 units of food III are available daily, how many of each species should be stocked? There are should be about fish of species A, about fish of species B, and about (Round to the nearest integer as needed.) fish of species C.
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 5EQ: 5. A coffee merchant sells three blends of coffee. A bag of the house blend contains 300 grams of...
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Transcribed Image Text:A lake is stocked each spring with three species of fish, A, B, and C. Three foods, I, II, and III, are available in the lake. Each fish of species A requires an average of 1.33 units
of food I, 2.8 units of food II, and 1.76 units of food III each day. Species B requires an average of 2.3 units of food I, 0.95 units of food II, and 0.6 units of food III daily. Species
C fish require 0.85, 1.59, and 2.06 units of I, II, and III per day, respectively. If 483 units of food I, 897 units of food II, and 649 units of food III are available daily, how many of
each species should be stocked?
There are should be about fish of species A, about [
(Round to the nearest integer as needed.)
fish of species B, and about
fish of species C.
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