Answer:
The answer is below
Explanation:
Using an optimal choice model to find the value of F such that you are indifferent between joining and not joining.
Let N be the number of visits per year
1) N-number of visits per year 10N=5N+F
Given that 10N=5N+F
Hence F=5N
F = 5N
2) Therefore, Would I go to the pool more or fewer times than if i did not join?
Then, if F is fixed and I join the local Swimmng pool member, I would go more times.
Answer:
correct option is D) Recognize interest revenue.
Explanation:
- Interest income is the income that a company receives from any investment or on its own debt and every penny taken on a logistic investment or loan is believed to pay some interest. Items sent to the buyer usually become debt that needs to be added without wires.
- so due to the position in the contract that the payment will be made four months later, the concept of time value of money is the basis of the interest income formula.
- Time value of money is a basic economic concept that involves the present money rather than the future money. This is true because the money you have at the moment can be invested and earned so that you can make a large amount of money in the future.
- If a party is asked to forfeit the time value of money in a business transaction, it must be compensated, hence the interest revenue.
Answer:
$20.64
Explanation:
Use the rate of return formula to solve for the new price;
r = ( P1 +Div1 -P0)/P0
whereby;
r = rate of return = 10.8% or 0.108 as a decimal
Div1 = Next year's dividend amount = $0.51
P1 = next year's stock price =?
P0 = Current stock price = $19.09
Next, plug in the numbers to the formula;
0.108 = (P1 + 0.51 - 19.09) / 19.09
Multiply both sides by 19.09;
2.0617 = P1 -18.58
Add 18.58 on both sides;
2.0617 + 18.58 = P1
20.64 = P1
Therefore, you need to sell the share at $20.64
Answer:
$15,000
Explanation:
This can be calculated as follows:
Details Amount ($)
Increase in short-term notes payable 19,000
Decrease in long-term bonds payable <u> (4,000) </u>
Net cash flow from Financing Activities <u> 15,000 </u>
Therefor, net cash flow from Financing Activities $15,000.
