Answer:
Objective Function, C = 22x + 25y
Explanation:
We are given the problem of LPP.
X: 4 units of A and 5 units of B per hour
Y: 3 units of A and 10 units of B per hour
Cost of run machine X:$22/hr
Cost of run machine Y:$25/hr
Let x represents number of hours machine X runs and y represents number of hours machine Y runs.
We need to find Objective function.
Objective function is profit function of problem. Using this function we find the profit or optimize the function.
Cost of machine X run 1 hours = $22
In x hours cost of machine X = 22x
Cost of machine Y run 1 hours = $25
In y hours cost of machine Y = 25y
Total cost of problem is sum of cost of machine X and cost of machine Y
Optimization function = 22x+25y
First blank box number is 22 and second blank box number is 25
Hence, The objective function C=22x+25y