Use the table to answer the question. If the MR = $5.00, what is the profit-maximizing quantity and profit amount? Spinach (pounds) Marginal Cost (MC) (dollars) Average Total Cost (ATC) (dollars)10 $1.50 $15.0020 1.00 8.0030 1.50 6.0040 2.00 5.0050 2.50 4.6060 3.00 4.3070 3.50 4.1080 4.00 4.0090 5.00 4.10100 5.50 4.30Multiple choice question.40 units, Profit = $20090 pounds, Profit = $8140 units, Profit = $12090 pounds, Profit = $450
Question
Use the table to answer the question. If the MR = 1.50 20090 pounds, Profit = 12090 pounds, Profit = $450
Solution
The profit-maximizing quantity is determined where the Marginal Revenue (MR) equals the Marginal Cost (MC). From the table, we can see that MR = $5.00 equals MC at 90 pounds of spinach.
To calculate the profit, we need to subtract the total cost from the total revenue. The total revenue is calculated as the product of the quantity and the price (MR), which is 90 * 450. The total cost is the product of the quantity and the Average Total Cost (ATC), which is 90 * 369.
So, the profit is 369 = $81.
Therefore, the profit-maximizing quantity is 90 pounds and the profit amount is 81".
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