Solve the problem.
-A lumber yard has fixed costs of $\$ 1730.30$ a day and variable costs of $\$ 1.00$ per board - foot produced. The company gets $\$ 2.30$ per board-foot sold. How many board - feet must be produced daily to reach the break-even point?
A) 887 board-feet
B) 1331 board-feet
C) 524 board-feet
D) 1730 board-feet

Question

Quizplus · Accepted Answer

To find the break-even point, set the total cost equal to total revenue: $1730.30 + 1.00x = 2.30x$. Solving for $x$, we get $x = 1331$ board-feet.

Solve the Problem $1730.30\$ 1730.30$1730.30 A Day and Variable Costs Of $1.00\$ 1.00$1.00

Solve the Problem $\$ 1730.30$ A Day and Variable Costs Of $\$ 1.00$