Answer:
If I bougth the Machine at 14% interest.
This purchase is not justified
Depreciation expenses and credit interest are greater than the income generated
Explanation:
Machine 360000
Adittional cost 20000
Final Cost 380000
Salvage Value 73000
Machine value for depreciation 307000
year 1 307000 61400 245600
year 2 245600 61400 184200
year 3 184200 61400 122800
year 4 122800 61400 61400
year 5 61400 61400 0
Period Payment Capital Interest Loan
360000
1 104.862 54.462 50.400 305.538
2 104.862 62.087 42.775 243.451
3 104.862 70.779 34.083 172.672
4 104.862 80.688 24.174 91.984
5 104.862 91.984 12.878 0
Depreciation 307000
Interes 164.310
Expenses 471.310
Revenue 430.000
Answer:
Option C: Influence the market price of the good as it sells
Explanation:
Market Power is simply when a firm is able to raise price above the equilibrium level by not and without losing all of its customers. It depends on largely on the closeness of substiutes.
A firm has market power if it can Influence the market price of the good as it sells to its customer and can regulate it when necessary.
Brandy has some money saved for college and also receives a work-study position to help pay for her college tuition. If Brandy graduates from college, she will not have to repay the work-study compensation because that income is not a loan.
Thus the answer is letter A.
<span>>>The work-study program caters part-time employment to undergraduates and graduates to help with college expenses. There are two different kinds of work-study: Federal Work-Study and non-Federal Work-Study.</span>
It can fall between Federal Emergency Management Agency (FEMA) or the U.S. National Guard (depends if the head of government for said state declared the are as in a state of emergency.<span />
Answer: The monthly payment will be $2007.81.
We have:
Cost of the sports coupe (PV) $84,500
Annual Percentage Rate (APR) 6.6%
Loan tenure in months (n) 48
We can find the monthly payment by using the Present value of an annuity formula:
Since APR is a yearly number, we need to convert it into a monthly rate.
So , 
Plugging values in the PV formula above we get,
