Answer:
Present Value = $290.20
Explanation:
The present value of a future payment can be calculated with the following formula:
PV = FV / (1 + i)N
Where i is the annual interest rate or discount rate, and t is the number of years until the payment will be received.
PV = Present Value = ?
FV = Payment = $4,400
i = 8.3% = 0.083
N = 20 - 6 = 14
PV = $4400 / (1 + 0.083)(20 - 6)
PV = $4400 / (1.083 * 14)
PV = $4400 / 15.162
PV = $290.1992
Present Value = $290.20 (Approximated)
NOTE: Your question isn't clear, Johnson. Would you mind checking it and writing it in a way you can be better helped?
Meanwhile, I hope these explanation below helps.
Answer and Explanation:
Two goods are said to be complementary goods if an increase in the price of a particular one leads to a commensurate decrease in the demand that buyers placed for the other one.
A good is said to be a normal good if the reason for an increase in demand is due to an increase in the income of the buyers.
A good is said to be an inferior good if there is a decrease in demand even though the buyers have experienced increase in their income.
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Answer:
hmmmm i'd say true if not then false
Answer:
a. Long
b. $375.00
Explanation:
a. If interest rates decrease over the period of investment, Treasury bond prices will increase. Thus, Dudley Savings Bank should take a long position in the futures contracts on the Treasury bonds. As T-bond prices go up, so will T-bond futures prices.
b. Given a long position:
Net profit = Sale price of futures − Purchase price of futures
= $107,687.50 − $107,312.50 = $375.00
Purchase price of futures = 107 − 100 = 107 10/32% × $100,000 = $107,312.50
Sale price of futures = 107 − 220 = 107 22/32% × $100,000 = $107,687.50
Explanation:
