Answer:
A country's balance of payments tells you whether it saves enough to pay for its imports. ... A balance of payments deficit means the country imports more goods, services and capital than it exports. It must borrow from other countries to pay for its imports. In the short-term, that fuels the country's economic growth.
Answer:
R is a better alternative because it has a higher NPV than Q.
Explanation:
Machines Q R
First costs $380,000 $395,000
Net annual revenue $150,000 in year 1, $152,500
increasing by $500
per year thereafter
Salvage value $4,000 0
Life, years 8 10
MACRS 7 year recovery:
year % Q R
1 14.29% 54,302 56,445.50
2 24.49% 93,062 96,735.50
3 17.49% 66,462 69,085.50
4 12.49% 47,462 49,335.50
5 8.93% 33,934 35,273.50
6 8.92% 33,896 35,234.00
7 8.93% 33,934 35,273.50
8 4.46% 16,948 17,617.00
net cash flow
year Q R
1 116,505.70 118,880.93
2 130,396.70 132,982.43
3 121,411.70 123,304.93
4 115,086.70 116,392.43
5 110,676.90 111,470.73
6 110,930.10 111,456.90
7 111,326.90 111,470.73
8 108,306.80 105,290.95
9 99,125
10 99,125
Using a financial calculator, I calculated the NPV using a 12% discount rate:
- Q's NPV = $200,636.15
- R's NPV = $259,221.01
Answer:
You may get a better job, or it may make you more responsible. The money is the main thing, you will get paid better, so you wont have to worry abt money i guess.
Explanation:
Answer:
Total indirect manufacturing cost= $75,450
Explanation:
Giving the following information:
12,000 units:
Variable manufacturing overhead $ 1.50
Fixed manufacturing overhead $ 5.00
<u>First, we need to calculate the total fixed manufacturing overhead:</u>
Total fixed overhead= 5*12,000= $60,000
<u>Now, for 10,300 units:</u>
Total indirect manufacturing cost= 60,000 + 10,300*1.5
Total indirect manufacturing cost= $75,450
Answer:
Check the explanation
Explanation:
In this case option A is the correct option, i.e. Carolina will accept the new cosmetic line but Sanders will reject the new cosmetic line. This is because Carolina being the president of Deed Corporation would like to take the cosmetic line differently and with the expected rate of return of 12%, i.e. higher than the minimum required rate of return of 8%.
However, Sanders has achieved a 14% rate of return from his cosmetic division thus, being the manger he would not like his performance to go down with 12% return from the new cosmetic line. Thus, option A is the correct option.
