Answer to Question #186845 in Programming & Computer Science for wany

Question

A mountain lake in Ifugao is stocked each summer with two species of fish A and B.

The average weight of the fish stocked is 4 kg for A and 2 kgs for B. Two foods, R and S

are available in the lake. The average requirement of a fish species A is 1 unit of R and 3

units of S each day. The corresponding requirement of B is 2 units of R and 1 unit of S. If

500 units of R and 900 units of S are available daily, how should the lake be stocked to

maximize the weight of fish supported by the lake? Solve using graphical method. Show

complete solution.

Required:

1. Formulate the following:

a. Decision variables

b. Objective function

c. Constraints

2. Graph

3. Identify feasible region.

4. Solve for the value of X and Y at each point.

5. Decision.

Answer 1

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