Answer:
Jasmine recognize $1,940 this year if she uses the accrual method of accounting.
Explanation:
The Accrual or Matching Concept in accounting requires revenues and expenses to be recorded in the period i which they occur or incur.
The entry to record the receipt of payment is :
Cash $15,520 (debit)
Unearned Rental Income $15,520 (credit)
By the end of the year on 31 December, 4 months rent income starting September will have been earned and entries are as follows :
Unearned Rental Income $1,940 (debit)
Rental Income $1,940 (credit)
Rental Income calculation = $15,520 × 4 / 32
= $1,940
Answer:
c. reserves increase by $100 million and the money supply increases by more than $100 million
Explanation:
Based on the information given in a situation where a FRACTIONAL-RESERVE BANKING SYSTEM has no availability of EXCESS RESERVES and no CURRENCY HOLDINGS, which means that if the central bank buys BONDS that worth $100 million, the RESERVES will tend to INCREASE by the amount of $100 million while the MONEY SUPPLY on the other hand will INCREASES by more than $100 million.
Answer:
The relationship is that the price for these types of bonds is lower as the Yield is fixed and do not change over time.
The price of a Non-callable bond is cheaper than the price of the Callable bond as the Yield for a Non-callable bond is fixed. This suggest that the investor knows exactly what is the interest that is going to receive until the maturity of the bond.
Thank you for posting your question here at brainly. Below are the choices that should accompanied with the question above, the answer is letter C.
a. He bought several apartments to rent out under Airbnb
b. He became an Uber driver
c. He lived out of Airbnb rentals full-time
d. He became a bell hop at a San Francisco Hilton Hotel
<span>e. All of the above</span>
Answer:
2.58%
Explanation:
Mathematically, the relationship between the different interest rates using the equation is shown below:
(1+S2)^2=(1+S1)^1*(1+2y1y)
The spot rate in year 2 is the same as the spot rate in year 1 multiplied by the 1-year forward rate beginning in year 2.
S2=2-year rate =2.34%
S1=1-year rate =2.10%
2y1y=one-year interest rate 2 years from now=the unknown
(1+2.34%)^2=(1+2.10%)^1*(1+2y1y)
(1+2y1y)=(1+2.34%)^2/(1+2.10%)^1
2y1y)=(((1+2.34%)^2/(1+2.10%)^1)-1
2y1y=1.025805642-1
2y1y= 2.58%
The formula shows that borrowing or lending for 2 years at 2.34% is the same as borrowing or lending at 2.10% in year and 2.58% forward rate in year 2
