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
Answer:
14.05%
Explanation:
Given that,
Beta = 1.3
Risk-free rate (Rf) = 9.5%
Return on the Market (RM) = 13%
According to CAPM approach:
Cost of common equity (RE):
= [Rf + β (RM – Rf)]
= [9.5% + 1.3 (13% - 9.5%)]
= [9.5% + 1.3 (3.5%)]
= [0.095 + 1.3 (0.035)]
= [0.095 + 0.0455]
= 0.1405
= 14.05%
Therefore, the firm's cost of common equity is 14.05%.
Answer:
No
Explanation:
An investment that "promises" a 44 percent annual return is most likely a scam, because even the riskiest stocks rarely yield annual returns higher than 10% of the initial investment.
Besides, the option is described as very complicated, and you as a potential investor do not understand it well, which is a very difficult position to be in because it could even lead you to being scammed without realizing.
False :
because a product modification occurs when changes are made in how the product functions, its quality, or some aesthetic characteristic of the product.
(Here it’s says only the aesthetic but it’s all)
Answer:
He should order 681.66 gallons to minimize the cost, but he have a 500 gallon tank he can fill, so he will order 500 gallons every time, to minimize the cost.
Explanation:
According to the given data we have the following:
h = handling cost per unit = $ 9
S = Ordering cost per order = $20.5
He uses 8,500 gallons a month, therefore, the annual demand D= 8,500*12 = 102,000 gallons
.
Therefore, the optimal ordering quantity would be= [ (2*D*S) / h ]1/2
=681.66 units
He should order 681.66 gallons to minimize the cost, but he have a 500 gallon tank he can fill, so he will order 500 gallons every time, to minimize the cost.
