Answer:
A) By product pricing
Explanation:
If you are able to sell your companies by products it is a great way to make more money and to reduce costs. Imagine if the cheese factories needed to throw away all that brine. They would need to develop some waste disposal facility which obviously costs money to build and operate. Instead they are lowering their costs by selling it and at the same time are getting more money. They would probably even give it away for free if no one was willing to pay for it.
Answer:
$1,952 (Positive NPV)
Explanation:
Year Annual CF ($) PV factor at 10.30% PV of Cash Flow ($)
1 17,000 0.90662 15,413
2 17,000 0.82196 13,973
3 17,000 0.74520 12,668
4 17,000 0.67561 11,485
5 17,000 0.61252 10,413
6 17,000 0.55532 9,441
7 17,000 0.50347 8,559
TOTAL 1.73554 81,952
Net Present Value (NPV) = Present value of annual cash flows - Initial Cost
Net Present Value (NPV) = $81,952 - $80,000
Net Present Value (NPV) = $1,952 (Positive NPV)
Answer:
C) increase production.
Explanation:
Competitive firms maximize their accounting profits when marginal revenue (MR) = marginal cost (MC).
In a perfectly competitive market, all the producers and the consumers are price takers, so they cannot change the price of the goods. So changing the sales price is not possible. Since the marginal revenue is greater than the marginal cost, the firm should increase its production output until MR = MC.
Answer:
Dr Unearned fees $24,510
Cr Fees earned $24,510
Explanation:
Preparation of the December 31 adjusting entry required
Based on the information given if the balance shown in the unearned fees account was the amount of $37,040 before adjustment at the end of the year which means that if the amount of unearned fees at the end of the year is the amount of $12,530 the December 31 adjusting entry required will be :
Dr Unearned fees $24,510
Cr Fees earned $24,510
($37,040-$12,530)
Answer:
0,087792106 = rate
Explanation:
We need to calculate the interest of the investment
principal x (1 + rate)^time = value
replacing with the know values
24,000 x (1+rate)^2 = 28,399
28,399/24,000 = (1 + rate)^2
sqrt (28,399/24,000) -1 = rate
now we solve for the unknown value
0,087792106 = rate
