Answer:
$2,200,000
Explanation:
Fixed cost = $12,500,000
Variable cost = 525,000 * $12 = 6,300,000
Total cost = Fixed cost + Variable cost = $12,500,000 + $6,300,000 = $18,800,000
Total revenue = 525,000 * $40 = $21,000,000
Profit = Total revenue - Total cost = $21,000,000 - $18,800,000 = $2,200,000
Therefore, the profit it will earn in terms of dollars is $2,200,000.
