Heres the question:
Your company, Orange, makes two types of mp3 players, Tenos and Wenos. there is enough raw material to make up to 1600 Tenos or 1200 Wenos per month. It takes 12 hours of labor to make a Teno and 15 hours of labor to make a Weno. The company has enough workers to provide 21,000 hours of labor per month. If the company makes a profit of $150 on a Teno and $300 on a Weno, how many of each should they make for a maximum profit?
Let x=the number of Tenos and y= the number of Wenos. there are 5 constraints for this problem. Write them.
Your company, Orange, makes two types of mp3 players, Tenos and Wenos. there is enough raw material to make up to 1600 Tenos or 1200 Wenos per month. It takes 12 hours of labor to make a Teno and 15 hours of labor to make a Weno. The company has enough workers to provide 21,000 hours of labor per month. If the company makes a profit of $150 on a Teno and $300 on a Weno, how many of each should they make for a maximum profit?
Let x=the number of Tenos and y= the number of Wenos. there are 5 constraints for this problem. Write them.