Answer:
$12,000 during the first year or $1,200 per year during 10 years
Explanation:
The IRS considers mortgage points as interest paid in advance, and generally individuals and small businesses will deduct them entirely during the current year. But the taxpayer can choose to deduct that amount ratably over the life of the loan (in this case 10 years). Of course most people chooses to deduct them completely during the first year because the IRS doesn't recognize any interest.
Answer:
Nathan's contention is wrong.
Explanation:
Storage of money at home involves the opportunity cost of losing out on income that would've been generated had the same money been invested elsewhere or deposited with a bank.
Secondly, money stored at home is vulnerable to theft and other forms of risks.
Thirdly, stored money at home does not contribute to any economic benefit since such money is out of circular flow of money in the economy. So it yields no return.
Thus, Nathan's contention of stored money at home being costless is wrong.
Answer:
The answer is 9.00%
Explanation:
real risk-free rate = 3.00%
average expected future inflation rate = 5.90%
Maturity risk premium = 0.10%
The expected rate of return on a 1 year treasury security would be = the average expected future inflation rate + maturity risk premium + real risk-free rate.
= 3.00% + 5.90% + 0.10%
= 9.00%
Answer: E) May depend on some future event occurring. It is not a characteristic of known liabilities.
Explanation: Unknown or uncertain liabilities are those whose existence depends on the occurrence of a future event.
Known liabilities <u>are definitely determinable and measurable.</u>
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Answer:
Therefore I can borrow $19646.12 from E-Loan.
The interest I will pay for the loan is $1,857.88.
Explanation:
The formula of present value is

PMT = The monthly payment = $448
i= Rate of interest per period 
n = The number of month = 48 months
Therefore

≈$19646.12
Therefore I can borrow $19646.12 from E-Loan.
The interest = Paid amount - Loan amount
=$[(448×48)-19646.12]
=$1,857.88
The interest I will pay for the loan is $1,857.88.