Solve this linear programming mixture problem: A small stereo manufacturer makes a receiver and a CD player. Each receiver takes 8 hours to assemble, 1 hour to test and ship, and earns a profit of $30. Each CD player takes 15 hours to assemble, 2 hours to test and ship, and earns a profit of $50. There are 160 hours available in the assembly department and 26 hours available in the testing and shipping department. What should the production schedule be to maximize profit? What is the maximum profit?
I've got:
x being the stereos
y being the CD players
theres 160 hours for assembly so
8x+15y<160
theres 26 hours for shipping
x+2y<26
Then
x>0 and y>0 as givens
How do I graph the feasible region?
I don't have a graphing calculator =[
2007-11-14
09:50:38
·
2 answers
·
asked by
Anonymous