Answer:
$2,271.50
Explanation:
Future value of annuity=Annuity[(1+rate)^time period-1]/rate
57,000=Annuity[(1.079)^10-1]/0.079
57,000=Annuity[(1.079)^9]/0.079
57,000=Annuity * 1.9824/0.079
57,000=Annuity * 25.093671
Annuity=57,000/25.093671
Annuity = 2271.489094
Annuity = $2,271.50 appr.
If Larry is too helpful to the buyer, the thing that might occur is an implied agency and undisclosed dual agency
<h3>Who is a Buyer?</h3>
This refers to the person that is interested in or makes a purchase of a certain product for a given price.
Hence, we can see that based on their assistance of Larry to a shopper that is making an offer on an available listing, it can be noted that this is an Implied agency and an undisclosed dual agency because he would make an offer on behalf of the company.
Read more about implied agency here:
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Answer:
$725000
Explanation:
The break-even point is the point at which the firms total expenses is equal to its total revenue and it neither makes a profit nor a loss. At any point before this, the firm makes a loss and at any point after this, the firm is making a profit. This is because, it has got to a point where after the unit variable costs are covered from the revenue, there is enough to cover fixed costs as well because the firm’s fixed costs are now being spread over a greater number of units.
The break-even point is calculated as:
Fixed costs / (Selling price per unit - variable cost per unit)
Hence, in this case : $253750 / ($100 - $65) = 7250 units.
In dollars, this would be...
Revenue : 7250 x $100 = $725000
Expenses : $253750 + ($65 x 7250) = $725000
Answer:
The value of the firm or worth of the firm is $147058.82 rounded off to 2 decimal places
Explanation:
We first need to calculate the required rate of return for this firm that will be used as the discount rate in the valuation of the firm using the discounted cash flow methods.
Using the CAPM we can calculate the required rate of return as,
r = rRF + Beta * (rM - rRF)
Where,
- rRF is the risk free rate
- rM is the return on Market
So,
r = 0.04 + 0.4 * (0.11 - 0.04)
r = 0.068 or 6.8%
As the cash flows the firm can generate are expected to remain constant through out and they are generated after equal interval of time, this can be treated as a perpetuity.
The present value of a perpetuity is calculated as follows,
Present Value of perpetuity = Cash Flow / r
Present value of perpetuity = 10000 / 0.068
Present value of perpetuity = $147058.8235
So, the value of the firm or worth of the firm is $147058.82 rounded off to 2 decimal places
