a courier company makes deliveries with two different trucks. truck a costs $0.76/mi to operate and truck b…

a courier company makes deliveries with two different trucks. truck a costs $0.76/mi to operate and truck b costs $0.52/mi to operate. write an objective function z = f(x, y) that represents the total cost for driving truck a for x miles and driving truck b for y miles. select the formula to find the total cost and write the objective function z. total cost = (cost to drive truck a for x miles) + (cost to drive truck b for y miles) total cost = (cost to drive truck a for x miles) - (cost to drive truck b for y miles) total cost = (cost to drive truck a for x miles)(cost to drive truck b for y miles) total cost = (cost to drive truck a for x miles)·(cost to drive truck b for y miles) z = □+□ z = □ - □ z = □□ z = □·□ save for later submit assignment

a courier company makes deliveries with two different trucks. truck a costs $0.76/mi to operate and truck b costs $0.52/mi to operate. write an objective function z = f(x, y) that represents the total cost for driving truck a for x miles and driving truck b for y miles. select the formula to find the total cost and write the objective function z. total cost = (cost to drive truck a for x miles) + (cost to drive truck b for y miles) total cost = (cost to drive truck a for x miles) - (cost to drive truck b for y miles) total cost = (cost to drive truck a for x miles)(cost to drive truck b for y miles) total cost = (cost to drive truck a for x miles)·(cost to drive truck b for y miles) z = □+□ z = □ - □ z = □□ z = □·□ save for later submit assignment

Answer

Explanation:

Step1: Calculate cost of truck A

The cost to drive truck A for $x$ miles is $0.76x$ since it costs $0.76$ per mile.

Step2: Calculate cost of truck B

The cost to drive truck B for $y$ miles is $0.52y$ since it costs $0.52$ per mile.

Step3: Find total cost

The total cost $z$ is the sum of the cost of driving truck A and truck B. So $z = 0.76x+0.52y$.

Answer:

$z = 0.76x + 0.52y$