A manufacturer produces two models of toy airplanes. It takes the manufacturer
minutes to assemble model A and
minutes to package it. It takes the manufacturer
minutes to assemble model B and
minutes to package it. In a given week, the total available time for assembling is
minutes, and the total available time for packaging is
minutes. Model A earns a profit of
for each unit sold and model B earns a profit of
for each unit sold. Assuming the manufacturer is able to sell as many models as it makes, how many units of each model should be produced to maximize the profit for the given week?
To find: The number of units of two model (i.e.) A & B.
Let x be the number of toy airplane of Model A and Let y be the number of toy airplane of Model B.
Given data provided in table,
The constraints is written from the table is,
The objective function...
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