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Algebra
Pregunta

A company manufactures two products, \( A \) and \...

A company manufactures two products, \( A \) and \( B \) , on two machines, I and II. It has been determined that the company will realize a profit of \( \$ 5 / \) unit of Product \( A \) and a profit of \( \$ 6 / \) unit of Product \( B \) . To manufacture \( 1 \) unit of Product \( A \) requires \( 6 min \) on Machine I and \( 5 min \) on Machine II. I. To manufacture \( 1 \) unit of Product \( B \) requires \( 9 min \) on Machine I and \( 4 min \) on Machine II. There are \( 5 hr \) of machine time available on Machine I and \( 3 hr \) of machine time available on Machine II in each work shift. How many units of each product should be produced in each shift to maximize the company's profit? 

Product \( A \) units 

Product \( B \) units 

What is the largest profit the company can realize? 

Is there any time left unused on the machines? (If so, give the number of minutes remaining. If not, enter \( 0 . \) ) 

Machine I_______ \( \min \) 

Machine II_______ \( \min\) 

Answer

A:20

B:20

220

0

0

Solución
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