Answer:
Option (C) $178
Explanation:
Data provided in the question:
Startup expense incurred by the business = $9,000
Now,
The start-up costs and organizational expenses are deducted over a time period of 180 months
also,
$5,000 can be deducted in the first year by the startup expense.
Therefore,
Amortization amount reported as a "other expense" on Schedule C per month
= [ Startup expense - $5,000 ] ÷ 180
= [ $9,000 - $5,000 ] ÷180 = $22.22
for the year = $22.22 × Number of months left in the year from May
= $22.22 × 8
= 177.78 ≈ $178
Hence,
Option (C) $178
Answer:
FV= $362,857.42
Explanation:
Giving the following information:
Initial investment (PV)= $270,000
Number of periods (n)= 5*2 = 10 semesters
Interest rate (i)= 0.06/2 = 0.03
<u>To calculate the future value (FV), we need to use the following formula:</u>
<u></u>
FV= PV*(1+i)^n
FV= 270,000*(1.03^10)
FV= $362,857.42
Answer:
1. 11%
2. Yes and it is 6% for the large
3. Entry
4. 5%
Explanation:
Answer:
Market interest rate is also known as nominal interest rate. The nominal interest rate is sum of real interest rate and inflation rate. Fed try to control the monetary condition and real interest rates by manipulating money supply. These interest rates also affect the demand of money in market.
Part (a)
When commission of brokers decreases then buying and selling of stocks becomes easier and cheaper and people would transact in more and more stocks which will decrease the demand of money as liquidity of stock has increased.
Part (b)
When grocery store starts accepting credit cards then people would need to carry less cash and demand of money will decrease.
Part (c)
As financial investors are now worried about riskiness of stocks so they will decrease their investment in stocks and prefer holding more money so demand of money will increase.
Answer:
D. $11,843.37
Explanation:
We will adjust by inflation the principal, and then calculate the interest.
Inflation is 0.025 every six month, and it is compounding interest.
Our rate will be for six month as well. Because TIPs pay interest semianually as well.
11,843.36903
