Solve the problem.
-A steel company produces two types of machine dies, part A and part B. The company makes a $2.00 profit on each part A that it produces and a $6.00 profit on each part B that it produces. Let x = the number
Of part A produced in a week and y = the number of part B produced in a week. Write the objective
Function that describes the total weekly profit.
A) $z = 2 x + 6 y$
B) $z = 6 x + 2 y$
C) $z = 8 ( x + y )$
D) $z = 2 ( x - 6 ) + 6 ( y - 2 )$

Question

Solve the problem.
-A steel company produces two types of machine dies, part A and part B. The company makes a $2.00 profit on each part A that it produces and a $6.00 profit on each part B that it produces. Let x = the number
Of part A produced in a week and y = the number of part B produced in a week. Write the objective
Function that describes the total weekly profit. 
A) $z = 2 x + 6 y$
B) $z = 6 x + 2 y$
C) $z = 8 ( x + y )$
D) $z = 2 ( x - 6 ) + 6 ( y - 2 )$

Quizplus · Accepted Answer

The objective function that describes the total weekly profit is the sum of the profits from producing part A and part B, which is given by: z = 2x + 6y. Option A matches this equation.

Solve the Problem z=2x+6yz = 2 x + 6 yz=2x+6y B) z=6x+2yz = 6 x + 2 yz=6x+2y

Solve the Problem $z = 2 x + 6 y$ B) $z = 6 x + 2 y$