Answer:
<u>Scholarship Amount would be $45.68</u>
Explanation:
Deposits into an endowment account that pays 12% per year
Year 0 Deposit $100
Year 1 Deposit $90
Year 2 Deposit $80
Year 3 Deposit $70
Year 4 Deposit $60
Year 5 Deposit $50
Year 6 Deposit $40
First find the present worth of the gradient deposits.
P = 100 + 90(P/A, 12%, 6) - 10(P/G, 12%, 6) = $380.69
A = 380.69 (0.12)
A= $45.68
Answer:
Susan Barnes
Total deductible business expenses:
= $1,300.
Explanation:
a) Data and Calculations:
Dates for business meetings = July 1st and 2nd
Flight charge = $480
Lodging for 3 days = $600 ($200 *3)
Meals for 3 days:
6/30: $40;
7/1: $70;
7/2: $70
7/5: $40
Total for meals = $220
Total business expense = $1,300 ($480 + $600 + $220)
b) According to the IRS (Internal Revenue Service), business expenses have been defined as any expenses that are "helpful and appropriate" for a business. This definition excludes lodging and meal expenses incurred by Susan on July 3rd and July 4th, when she takes personal time.
Answer:
Explanation:
• Initially, As a result of the bond purchase, money supply will increase by $100000.
The reason for the increase in money supply by $100000 is because the federal reserve bought bond of $100000 from Riggie Rich. This is an expansionary policy which will lead to more money in supply.
• As a result of Rich's deposits, the bank will able to give $90000 more in additional loans.
The increase in the additional loans will be calculated by removing the reserve required ratio from the deposit.
= $100000 - (10% × $100000)
= $100000 - $10000
= $90000
• As a result of the purchase by the Federal reserve, the maximum increase in quantity of checkable deposits which could result throughtout the entire banking system will be $1000000.
The increase in checkable deposits will be the change in reserve multiplied by 1/RRR. This will be:
= $100000 x 1/10%
= $100000 × 1/0.1
= $100000 x 10
= $1000000
Answer:
IRR= 23.375%
Explanation:
Given: Cash flow= $1,200,000
Initial investment= $2400000
Lets first compute IRR for Project, assuming rate of return at 23.375% or 0.233.
Formula: 
NPV has to be equal to zero to know if IRR is correct to find if project worth enough to invest.
⇒
⇒
⇒ 
∴ NPV= 0
Hence, 23.375% is the IRR for the project.
