Answer:
700
Explanation:
The condition for maximizing profits is Marginal cost = Price.
1. We need to calculate the marginal cost, which is the first derivative of the total cost function.
- marginal cost = (TC=10000+0.04q2=) '
2. Now, we equalize the MC to the price and solve for q.
0.08q=56
q=56/0.08
<h2>
q=700</h2>
Answer:
If Bread and Butter Bakers meet their sales goal, their net profit per month is $11,500
Explanation:
Bread and Butter plans to use 10,000 pounds of flour per month at a price of $2.00 per pound with an additional variable expense per loaf of $1.50. They hope to sell 10,000 loaves of bread.
Total variable expense = 10,000 x $2.00 + 10,000 x $1.50 = $35,000
Total sales = 10,000 x $6.00 = $60,000
Net profit = Total sales - Total variable expense - fixed costs = $60,000 - $35,000 - $13,500 = $11,500
Answer:
The correct answer is D. When the product is sold and delivered to a customer.
Explanation:
It is recognized at the time of the sale, because the company receives an income as a result of the recovery of its cost plus the established profit margin. When the sale has not been made, it remains within the product inventories until the sale occurs and becomes an operational income.
