Answer:
for sixth tasks, she will spend 77% of 5.98 minutes =`4.60 minutes
Explanation:
Mary Catherine is a recent employee
initial time requires 17 minutes to complete a task
as she get use to the task, her experiences a learning rate is found to be 77% for each task,
how much time will it take her to complete the sixth task?
Now, we need to calculate per task
the first task, she spend 17 minutes
for second tasks, she will spend 77% of 17 minutes =
= 0.77 * 17 = 13.09 minutes
for third tasks, she will spend 77% of 13.09 minutes =
= 0.77 * 13.09 minutes = 10.08 minutes
for fourth tasks, she will spend 77% of 10.08 minutes =
== 0.77 * 10.08 minutes = 7.76 minutes
for fifth tasks, she will spend 77% of 7.76 minutes =
== 0.77 * 7.76 minutes = 5.98 minutes
for sixth tasks, she will spend 77% of 5.98 minutes =
== 0.77 * 5.98 minutes = 4.60 minutes
Answer:
The correct answer is the option B: magazines.
Explanation:
To begin with, in the case where the manager is looking for an advertising that has the characteristics of being medium and that worked for segmented audiences, with prestige and long shelf life then the correct option will be to choose a magazine that properly accomplish with the particularities of the case. The magazine will be targeted to one audience to the fact that it can not include all the topics that are in trend nowadays. Moreover, the magazine will also be of prestige in the case where it has several years in the industry and its name means something in the market. Therefore that a magazine will accomplish with all the characteristics that the advertiser is looking for.
B. 83.33%.
C. 120.00%.
D. 750.00%.
Answer:
A,. 13.33%.
Explanation:
Return on Investment (ROI) which gives the efficiency of a particular investment
We were given invested capital amounted as $6,000,000, and operating expenses as $5,000,000
We can calculate net income by substracing equal sales revenue from operating expenses
net income can be calculated as = ($5000000-$420000)
= $800000
ROI can be calculated as
net income/Capital investment
$800000/$6000000
=. 13.33%.
Answer:
You hold two bonds. One is a 10-year, zero coupon, issue and the other is a 10-year bond that pays a 6% yearly coupon. A similar market rate, 6%, applies to the two securities. In the event that the market rate increases from the present level, the zero coupon security will encounter the bigger rate decay. In this manner, the shorter the opportunity to development, the more prominent the adjustment in the estimation of a security because of a given change in financing costs.
b. With the help of a friend (who majored in accounting), you determine that all of the goods sold during January cost $48,000 to purchase.
c. During the month, according to the checkbook, you paid $42,000 for salaries, rent, supplies, advertising, and other expenses; however, you have not yet paid the $1,000 monthly utilities for January on the store and fixtures.
Required:
On the basis of the data given (disregard income taxes), what was the amount of net income for January?. (Hint: A convenient form to use has the following major side captions: Revenue from Sales, Expenses, and the difference—Net Income.)
Answer:
The amount of net income for January was $24,100
Explanation:
Revenues from sales $115,100 (for this analysis is not important if the sales were in cash or on credit)
-
Cost of goods sold $48,000
------------------------------------
Gross profit $67,100
-
Salaries, rent, supplies, advertising, other expenses and monthly utilities (it is not important for this analysis if all the exenses were paid) -$43,000
-----------------------------------
Net income $24,100
The net income for Campus Connection for the month of January is calculated by subtracting the total expenses ($91,000) from the total sales ($115,100), which equals $24,100.
To calculate the net income for January for Campus Connection, we need to consider the revenues and expenses for the month.
First, let's calculate the total revenues. Cash sales amount to $112,000 and the credit sales to $3,100. Therefore, the total revenues for the month of January equal $115,100.
Next, we calculate the total expenses. We know from the data given that the cost of goods sold equals $48,000. Also, the other expenses such as salaries, rents, supplies, and advertising total to $42,000. However, the utilities for January have not yet been paid. This adds an additional $1,000 to the expenses. So the total expenses for January are $48,000 (cost of goods sold) + $42,000 (other expenses) + $1,000 (unpaid utilities) = $91,000.
The net income is calculated by subtracting the total expenses from total revenues; thus $115,100 (sales) - $91,000 (expenses) = $24,100. Therefore, the net income for Campus Connection for January is $24,100.
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Answer:
15.167%
Explanation:
For computing the WACC we need to do the following calculations which are shown below:
Cost of equity = Risk free rate + Beta × Market risk premium
= 3% + 2 × 9%
= 21%
After tax cost of debt = Cost of debt × (1-Tax Rate)
= 5% × (1 - 0.30)
= 3.50%
Now
WACC = Weight of debt × Cost of debt + Weight of equity × Cost of equity
= 5 ÷ 15 × 3.50 + 10 ÷ 15 × 21
= 1.167% + 14%
= 15.167%
Answer: 0.3069
Explanation:
Probability ofReturn Deviation Squared State Prob. This state This state from Mean Deviation × Sq. Dev. 0.45 25.00% 6.00% 0.36% 0.1620% 0.50 15.00% -4.00% 0.16% 0.0800% 0.05 5 .00% -14.00% 1 .96% 0 .0980% Expected return = 19 .00% 0 .34% 0 .3400% = Expected variance σ = 5.83% Coefficient of variation = σ/Expected return = 0.3069
To find the coefficient of variation on a company's stock, calculate the expected return, then the variance of the returns. Divide the standard deviation (square root of the variance) by the expected return. This gives a measure of risk per unit of return.
The coefficient of variation is used as a measure of relative variability. In this case, you would first calculate the expected return (E(R)), which is the sum of the each state's return times its probability. E(R) = (0.45 * 25%) + (0.5 * 15%) + (0.05 * 5%) = 16.75%. Secondly, you would calculate the variance of the returns which is the sum of the square of the difference of each state's return from the expected return times its probability. Lastly, the coefficient of variation is the standard deviation (the square root of the variance) divided by the expected return. This gives you a measure of risk per unit of return - hence the term 'relative variability'.
Investors in the stock market often use measures such as the coefficient of variation to give them an idea of the risk associated with different stocks. Though it's important to remember, as with any mathematical model, this is just a theoretical approximation, it doesn't account for external factors that could potentially affect the stock's performance.
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