If the price of the item is $15.00 per unit and the employees costs $125 each, Three employees should the firm hire to maximize their profit.
How do firms maximize profit?
All firms maximize profits when their marginal cost is equal to the marginal product. This dollar amount should also be the selling price that maximizes profits.
What is meant by profit maximization?
Profit maximization is a process business firms undergo to ensure the best output and price levels are achieved in order to maximize its returns. Influential factors such as sale price, production cost and output levels are adjusted by the firm as a way of realizing its profit goals.
What are the goals of profit maximization?
Profit maximization is the process by which a business arranges its prices and cost structure to achieve the highest possible profit. The central goal of the organization is to increase its profits
Learn more about profit maximization:
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They use The Economic Analysis Method to assign an monetary value, because it is often difficult to assign a value. This approach ( The Economic Analysis Method) states that, the patents value is the replacement cost, or at least the right amount to replace the protection right on the invention.
I hope this answered your question! :^)
Answer:
$6.98 per pound
Explanation:
The computation of the selling price per pound is shown below:
As we know that
8 pounds of coffee sells for $9.20 per pound which equal to
= 8 pounds × $9.20 per pound
= $73.6
And, 12 pounds of coffee is for $5.50 per pound which equal to
= 12 pounds × $5.50 per pound
= $66
The total value would be
= $73.6 + $66
= $139.60
And, the total number of pounds would be
= 8 pound + 12 pound
= 20 pounds
And we assume the selling price per pound be X
So, the equation would be
$139.60 = 20 pounds × X
So, X would be
= $139.60 ÷ 20 pounds
= $6.98 per pound
Answer:
$555
Explanation:
The computation of the interest revenue is shown below:
= Account receivable × rate of interest × number of months ÷ (total number of months in a year)
= $22,200 × 10% × (3 months ÷ 12 months)
= $2,220 × (3 months ÷ 12 months)
= $555
The three month is calculated from October 1 to December 31. The six month period of note is ignored
The first thing you should do for this case is write an equation that allows you to find John's sales during the month.
Let
x = amount of money in sales.
The equation is:
4000 + 0.09x = 11650
Clearing x we have:
0.09x = 11650-4000
x = (11650-4000) / (0.09)
x = $ 85,000
answer:
his sales during that month were
$ 85,000
