D. Retained Earnings. Net income is a nominal or temporary account. All nominal income or expense accounts must be closed at every end of the accounting cycle using the Income Summary account. The Income Summary account is then closed into Retained Earnings.
Answer:
C. 3525
Explanation:
To calculate the mortgage company's fee, you first need to determine the mortgage amount, and then apply the 1.5% loan origination fee.
The purchase price of the house is $235,000.
The buyer makes a $50,000 down payment.
To find the mortgage amount:
Mortgage Amount = Purchase Price - Down Payment
Mortgage Amount = $235,000 - $50,000
Mortgage Amount = $185,000
Now, you can calculate the loan origination fee:
Loan Origination Fee = (Loan Amount) x (Loan Origination Fee Rate)
Loan Origination Fee = $185,000 x (1.5/100)
Loan Origination Fee = $185,000 x 0.015
Loan Origination Fee = $2,775
So, the mortgage company will charge a loan origination fee of $2,775.
The closest answer choice to this amount is:
c. $3,525
However, this does not match the calculated amount of $2,775. It's possible that there is an error in the answer choices provided. The correct answer based on the calculation should be $2,775, not one of the answer choices provided.
Answer:c
Explanation:
the marginal benefit is greater than the marginal cost
Answer:
The amount due under quarterly compounding is higher by =$ 187.12
Explanation:
To determine the amount money by which the quarterly compunding is greater, we would compare the total sum due under the two compounding options.
This is done below:
Quarterly compounding
FV = A × (1+r)^n
PV - principal amount owed = 6,000
r- quarterly interest rate = 12%/4 = 3% per three month
n - number of quarters in 4 years = 4× 4 = 16
Loan amount due with interest after 4 years
= 6,000× (1.03)^(48) = 9628.23
Annual compounding
PV - principal amount owed = 6,000
r- annual interest rate = 12% =
n - number of years = 4
Loan amount due =6,000× (1.12)^(4) = 9,441.12
The amount due under quarterly compounding is higher by
= 9628.23 - 9,441.12
=$ 187.12
earn a profit
just cover your costs