Answer:
1. Identification of strength
2.identificationof weakness
3. Identification of opportunity
4. Identification of threat
5. Optimum of use of resources
Answer:
$ 4,748
Explanation:
The depreciation expenses = 
= $ 4748
Generally we have use half year convention for assets that are purchased during the year but here we used the mid quarter as of more than the 40% of the assets are being purchased in last quarter of the year
(it is more than 40%)
Thus we can use the mid quarter mars depreciation rates for the 7 years assets that are purchased this year.
Answer:
Project's WACC = 12.95%
Explanation:
The WACC or weighted average cost of capital is the cost of a firm's capital structure. The capital structure of a firm may contain one or all of the following components - debt, preferred stock, common stock. For a firm with two components in capital structure in form of debt and equity, the WACC is calculated as follows,
WACC = wD * rD * (1+tax rate) + wE* rE
Where,
- wD and wE are the weights of debt and equity in the total capital structure
- rD and rE are the cost of each component
- We multiply the cost of debt by 1 - tax rate to calculate the after tax cost of debt
We must first determine the weight of debt and equity in total capital structure.
A debt to equity ratio of 0.64 means 0.64 debt for every 1 dollar of equity. The total assets are made up of debt + equity. So, total assets are 0.64 + 1 = 1.64
Weight of debt = 0.64 / 1.64 = 16/41
Weight of equity = 1 / 1.64 = 25/41
WACC = 16/41 * 0.053 + 25/41 * 0.149
WACC = 0.1115 or 11.15%
The projects cost of capital is 1.8% more than the company's WACC.
So, the project's cost of capital is,
Project's WACC = 11.15% + 1.8%
Project's WACC = 12.95%
Answer:
Explanation:
Back in the day you can buy so much with a dollar, as of today yes you can buy a candy bar but back then you can buy a whole steak for a $1
Answer:
$2592
Explanation:
Let the amount of loan applied for by both person be $x and $y respectively. If their loan differs by $72 each month, the second person would have applied for $(x+72) each month.
Amount applied by first person will be $x at the end of first month
Amount applied by second person will be $(x+72) at the end of first month
At the end of 36 months, the amount applied for by the first man will be $36x
At the end of 36 months, the amount applied for by the second man will be $36(x+72)
First person 'x' =$36x
Second person 'y' = $36(x+72)
If x pays $36x
y will pay $(36x+2592)
Their difference will become
$36x+$2592-$36x
= $2592
The person with the lower credit score will pay $2592 at the end of the 36-month loan
