The problem is below.
A factory manufactures two products, each requiring the use of three machines. The first machine can be used at most
hours; the second machine at most
hours; and the third machine at most
hours. The first product requires
hours on machine
hour on machine
and
hour on machine
the second product requires
hour each on machines
and
and
hours on machine
If the profit is
per unit for the first product and
per unit for the second product, how many units of each product should be manufactured to maximize profit?
Let X = product one and y = product 2
Let A = machine 1, B = Machine 2, and C = Machine 3
therefore P = 35x+60y
X = 2a + b + c and Y = a+b+3c
I am struggling to figure out where I need to go from here. Can anyone help?
A factory manufactures two products, each requiring the use of three machines. The first machine can be used at most
Let X = product one and y = product 2
Let A = machine 1, B = Machine 2, and C = Machine 3
therefore P = 35x+60y
X = 2a + b + c and Y = a+b+3c
I am struggling to figure out where I need to go from here. Can anyone help?