The correcto answer for this question is the letter c
Answer:
c.the expected future returns must be equal to the required return.
Explanation:
When the stock is at equilibrium than the intrinsic value of the stock is equivalent to the market price of the stock that depicts that the expected returns which held in the future should be equivalent to the required return
Therefore the option c is correct
And, the other options that are mentioned in the question are incorrect
the rate expected on the treasury bill is 8.57%. enter answer as a percent rounded to 2 decimal places.
The real rate is 2.1 percent
The inflation rate is 3.4 percent
To find the rate which is to be expected on a treasury bill we have to apply fisher's equation
1+R= (1+r)(1+h)
Therefore, the rate on the treasury bill can be calculated as follows
1+R= (1+r)(1+h)
r= 3.4%
= 3.4/100
= 0.034
h= 5%
= 5/100
= 0.05
R= (1+r)(1+h)-1
= (1+0.034)(1+0.05)-1
= (1.034×1.05)-1
= 1.0857-1
= 0.0857×100
= 8.57%
A Treasury invoice (T-invoice) is a brief-term debt obligation backed via the U.S. Treasury Department with an adulthood of one year or less. Treasury bills are generally bought in denominations of $1,000 even as a few can attain a denomination of $five million.
let's say an investor purchases a par price of $1,000 T-bill with an aggressive bid of $950. whilst the T-invoice matures, the investor is paid $1,000, thereby income $50 in interest on the funding.
U.S. Treasury bills are auctioned on a regular schedule. individuals should purchase T-payments from the government using the TreasuryDirect internet site. it is free to register, and it'll function like a brokerage account that holds your bonds. in addition to bidding on new troubles, You also can install reinvestments into securities of an equal type and time period. as instance, you can use the proceeds from a maturing fifty-two-week invoice to shopping for some other fifty-two-week invoice. sure brokerage corporations can also permit buying and selling in U.S. Treasuries.
To learn more about treasury bills visit here:
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Answer:
FV $4,594,590
Explanation:
The annuity which produce funds will start on the seventh year thereofre there will be 4 annual deposits at the beginning of each year.
We solve for the future value of an annuity-due of 4 year at 10% interest rate:
C 900,000.00
time 4
rate 0.1
FV $4,594,590
This is the amount accumualted at the end of the tenth year
Answer: 2.36 years
Explanation:
Payback period is the amount of time it will take to pay off the initial investment/ outlay which in this case is $15,700.
= Year before investment is paid + (Amount remaining/ Cashflow in year of Payback)
Add up the cashflows to find the year before payback;
= 6,400 + 7,700
= $14,100
Year before payback = 2
Amount remaining;
= 15,700 - 14,100
= $1,600
Payback period = 2 + (1,600/ 4,500)
= 2.36 years
