The answer is C. Hoped this helped you
Answer:
Option D is correct ($9,800)
Explanation:
Option D is correct ($9,800)
Given:
Shares Purchased of XYZ common stock= 700 shares
Margin at which shares are purchased= $40
Initial Margin= 65%
Required:
Amount you borrowed from the broker=?
Solution:
Amount you borrowed from the broker= Shares*Margin at which shares are purchased* (1-Initial Margin)
Amount you borrowed from the broker= 700*$40*(1-0.65)
Amount you borrowed from the broker= $9,800
Answer :
True required initial investment = $26,954,178
Explanation :
As per the data given in the question, we need to do following calculations
Weighted average flotation cost = ( % flotation cost of debt × weight of debt) + (% flotation cost of preferred equity × weight of preferred equity) + (% flotation cost of common equity × weight of common equity)
= (3% × 35%) + (7% × 10%) + (10% × 55%)
= 0.0725
=7.25%
It means out of total capital which is raised 7.25%, would be the flotation cost.
Let total capital raised be X
So X × (1 - 7.25%) = $25 million
X = $25 million ÷ (1- 7.25%)
X = $26,954,178
Answer:
1. The overall goal and/or purpose
The overall goal of this analysis is to determine if you would actually save money by purchasing the extended warranty.
2. The given information
You can calculate this by determining the present value of the expected repair costs that will be covered by the warranty and determine which is higher; the warranty or the repairs
3. A time-line for the expected repair costs covered by the warranty
- initial investment -$1,800
- cash flow year 4 = $400
- cash flow year 5 = $500
- cash flow year 6 = $600
- cash flow year 7 = $800
4. The present value for each of the repair costs
the discount rate is 7%, so the present value of each repair cost is:
- PV cash flow year 4 = $400 / 1.07⁴ = $305
- PV cash flow year 5 = $500 / 1.07⁵ = $356
- PV cash flow year 6 = $600 / 1.07⁶ = $400
- PV cash flow year 7 = $800 / 1.07⁷ = $498
- total $1,559
5. The present value of the warranty and the expected profit for the warranty company
the present value of the warranty is $1,800, so the car company is making $1,800 - $1,559 = $241 in profits by selling you the warranty
6. Your conclusion
You shouldn't buy the extended warranty (negative NPV)
I think that you could say it mostly like that by make your words more descriptive, I don’t really know what your going for tho