Answer:
-2, 4 and -8
Explanation:
Given the nth term of a GP expressed as;
When n = 1
when n = 2
when n = 3
Hence the first three terms of the sequence are -2, 4 and -8
Answer:
e. I, II, III, and IV
Explanation:
I. Sell the inventory and use the cash raised to apply to the debt
II. Sell the store fixtures and use the cash raised to apply to the debt
III. Take funds from Maria‘s personal account at the bank to pay the store‘s debt
IV. Sell any assets Maria personally owns and apply the proceeds to the store‘s debt
Answer:
The difference between two securities is 0.89%.
Explanation:
Inflation premium for the next three and five years:
Inflation premium (3) = (1.6% + 3.05% + 3.85%) ÷ 3
= 2.83%
Inflation premium (5) = (1.6% + 3.05% + 3.85% + 3.85% + 3.85%) ÷ 5
= 3.24%
Real risk-free rate = 2.35%
Since default premium and liquidity premium are zero on treasury bonds, we can now solve for the maturity risk premium:
Three-year Treasury securities = Real risk-free rate + Inflation premium (3) + MRP(3)
6.80% = 2.35% + 2.83% + MRP(3)
MRP (3) = 1.62%
Similarly,
5-year Treasury securities = Real risk-free rate + Inflation premium (5) + MRP(5)
8.10% = 2.35% + 3.24% + MRP(3)
MRP (5) = 2.51%
Thus,
MRP5 - MRP3 = 2.51% - 1.62%
= 0.89%
Therefore, the difference between two securities is 0.89%.
Answer:
C. Thursday
Explanation:
Once auctioned on Monday or Tuesday, Treasury Bills are issued to the winning bidders and must be paid on Thrusday immediately following the auction date.
Federal reserves conduct treasury bill auction on Monday or Tuesday. Treasury bills are auctioned weekly and one year Treasury bill are auctioned monthly. Amount of securities represented by non competitive bills are withheld from auction and are filled with average winning yield, these bids are taken priority.
Answer:
$63,852
Explanation:
The computation is shown below:
a) PV of payments is
= $23,500 × (1.07^30 - 1) ÷ (0.07 × 1.07^30)
= $2,91,612
b) The Loan PV of payments is $3,00,000
c) And, the Balloon payment required is
= (Borrowed amount - loan PV payments) × (1 + rate of interest)^number of years
= ($300,000 - $291,612) × 1.07^30
= $63,852