Answer:
Task a:
The answer is $24,500.
Task b:
The answer is 17%
Explanation:
<h2>Task a:</h2><h3>What is the maximum amount of new capital that can be raised at the LOWEST component cost of EQUITY?</h3><h3>Solution:</h3>
We already know the following:
Projected net income = $21,000
Payout ratio = 30%
Retention ratio = 70%
Debt share = 40%
Equity share = 60%
Maximum amount of capital to be raised at the lowest component cost of equity = Projected net income ×
= $21,000 × 
= $24,500
<h3>Answer:</h3>
The maximum amount of new capital that can be raised at the lowest component of equity is $24,500.
<h2>Task b:</h2><h3>What is the component cost of equity by selling new common stock?</h3><h3>Solution:</h3>
k(e) (component cost of external equity) = [Dividend (D0)(1 + growth) / stock price(1 - flotation cost)] + growth
Formula:
k(e) = 
+ 0.05
Where
Do = $2.00
G = 0.05
P = $21/88
= ($2.00(1 + 0.05) / $21.88(1-.20)) + 0.05
= ($2.10/$21.88(1-.20)) + 0.05
= ($2.10/$21.88(0.80) + 0.05
= 0.17 or 17%
<h3>Answer: </h3>
The component cost of equity by selling new common stock = 17%
Answer:
True
Explanation:
Statistical process control (SPC) is a method of quality control which employs statistical methods to monitor and control a process. This helps to ensure that the process operates efficiently, producing more specification-conforming products with less waste (rework or scrap).
By implementing statistical process control, the goal of eliminating or greatly reducing costly product recalls is realized. This is done by analyzing manufacturing data as it happens so that problems are stopped as they happen—instead of being caught after deployment.
The aim of Statistical Process Control (SPC) is to establish a controlled manufacturing process by the use of statistical techniques to reduce process variation. A decrease in variation will lead to: better quality; lower costs (waste, scrap, rework, claims, etc.).
Answer:
0.5
Explanation:
Zscore = (x - mean) / standard deviation
Given the data:
X : 462 490 350 294 574
The second observation = 490
The mean and standard deviation of the data could be obtained using a calculator :
Mean = 434
standard deviation = 112
ZSCORE = (490 - 434) / 112
ZSCORE = 56 / 112
ZSCORE = 0.5
true because you need to look and evaluate the details provided
The amount of net investment income tax that the taxpayer is required to pay is $231.
<h3 />
<h3>What is
net investment income tax?</h3>
Net Investment Income Tax are generally imposed by the Internal Revenue on entities' net investment income.
Net investment income tax = ($6,150 - $75) * 3.8%
Net investment income tax = $6,050 * 3.8%
Net investment income tax = $231
In conclusion, the amount of net investment income tax that the taxpayer is required to pay is $231.
Read more about income tax
<em>brainly.com/question/25257355</em>
