Answer:
The present value at 11% is $3,902.13,$3,479.85 at 16% and $2,615.57 at 30%
Explanation:
The present value formula is given as :
PV=FV/(1+r)^n
Where FV is the future value of cash flows such as the ones given in the question
r is the rate of return at 11%,16% and 30%
n is the applicable time horizon relevant to each of the cash flow.
Find attached spreadsheet for detailed calculations.
Answer:
The convenience yield is always positive or zero
Explanation:
the convenience fields measure the benefit of owning an asset rather than having a forward/futures contract on an asset . For an investment asset it is always zero . For a consumption asset it is greater than or equal to zero.
Answer:
The correct answer would be option D, Legal Market for a market price that is lower.
Explanation:
If there is a store which sells the goods at the market price even though the government authorities have set the minimum price that can be charged, it means store is selling the product at a price which is higher than the minimum price set by the government, but it doesn't mean that the store owner is doing any illegal trading. This is because the government has set the lower price limit but that ceiling price is non binding. It is not necessary for the market sellers to sell at the price given by government. So they are operating in a legal market for a market price that is lower.
Answer:
$117,600
Explanation:
Boxes of Frosted Flakes ×Estimate of Box Tops to be redeemed
1,344,000×60%= 806,000
806,000- 630,000 (Box Tops redeemed) =176,400
Estimate of Box Tops left to be received /Number of Box Tops Needed per bowl
176,400/3= 58,800 Total bowls estimated to be sent to customers in future
58,800 x 2.00 (The Cost of bowls to company was $3 while the cash to be received from customer was $1)
= $117,600 Which will be the total premium liability to be recorded.
Expected value of the purchase of a ticket would be $3.00.
<u>Explanation</u>:
Given,
Raffle ticket costs = $5.00.
The prize = $200.
One hundred tickets are sold = 100 × 5
= $500.00
champ is drawn and given the prize of worth $200.
$500 - $200 = $300
So the normal estimation of the bought ticket = $3.00
The expected estimation of the acquisition of a ticket would be $3.00.
