Answer:
The correct answer is (B)
Explanation:
Liquidity preference theory emphasised on the interest which investors should demand on long-term investments due to the risk they carry. According to liquidity preference theory, a decrease in the price level shifts the money demand curve leftward. A leftward movement of the money demand curve increases the overall quantity demanded. In that regard, a decrease in interest rate increases the demand for goods and services demanded.
Answer:
present value of perpetuity = $29615.93
Explanation:
given data
pay = $300 per year
interest rate = 3%
solution
we get here present value payment after 5 year is
present value =
...........1
present value =
present value = $862.60
and
now we get present value on purchase date
present value =
......2
present value =
present value = $28753.33
and
present value of perpetuity is
present value of perpetuity = $862.60 + $28753.33
present value of perpetuity = $29615.93
Answer:
Amount of Check = $784
so correct option is a. $784
Explanation:
given data
Merchandise on account = $1,000
Long Company returns = $200
credit terms = 2/10
n/30
to find out
What is the amount of the check
solution
we know here that Total Merchandise will be
Total Merchandise = Merchandise on account - returns ....................1
Total Merchandise = $1000 - $200
Total Merchandise = $800
and
discount will be here
Discount = 0.02 × 800
returns = $16
so
Amount of Check will be as
Amount of Check = Total Merchandise - Discount ...................2
put here value
Amount of Check = Total Merchandise - Discount
Amount of Check = $800 - $16
Amount of Check = $784
so correct option is a. $784
Answer:
$360,308
Explanation:
The computation of the total amount of interest revenue is shown below:
But before that we have to determine the annuity payment per year which is
Annuity payment per year is
= Fair value ÷ PVIFA for 10% for 5 years
= $991,692 ÷ 5.868
= $169,000
Now Total payments for eight years is
= $169,000 × 8
= $1,352,000
So, the amount of interest revenue is
= Total payments made for eight years - Fair value
= $1,352,000 - $991,692
= $360,308