If the investment turnover is 1.20 for one of its investment centers, the return on investment must be: 39.72%.
Using this formula
Return on investment = Profit margin ×Investment turnover
Where:
Profit margin=33.1% or 0.331
Investment turnover=1.20
Let plug in the formula
Return on investment = 0.331×1.20
Return on investment = 0.3972×100
Return on investment = 39.72%
Inconclusion If the investment turnover is 1.20 for one of its investment centers, the return on investment must be: 39.72%
Learn more about return on investment here: brainly.com/question/23823344
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Answer:
The correct answer is A. Running total.
Explanation:
The accumulated total can be expressed as a numerical value or a percentage. In Reporter reports, you can calculate a cumulative total for more than one category.
For example, you can create a report that shows the income for each of the last four quarters. The accumulated total will show the total income at the end of each quarter. If you add a cumulative total as a percentage of the total sold, you can see the percentage of year-round sales achieved at the end of the quarter.
Answer:please refer to the explanation section
Explanation:
The Question is incomplete. the question requires us to calculate minimum number of customers required to cover costs of promotions, to calculate the minimum number of customers required we need a price per customer. let us assume the price $6
Variable costs = $3.75
Fixed costs = $18000
Minimum Customers Required = Fixed costs/(Price - Variable cost)
Minimum Customers Required = 18000/6 - 3.75 = 8000
8000 customers are required
Answer:
-3 million dollars
Explanation:
we have EVA = economic value added
to ge the EVA, we use this formula :
(operating return on the assets - cost of the total capital) multiplied by the total assets
total assets = 100 million
operating return = 12 percent
cost of capital = 15 percent
the EVA = 12% - 15% * 100000000
= -0.03 * 100000000
= -3,000,000 dollars
b. The loss of the value of the shareholder is happening even though the firm is earning ROI that is more than the average firm in the industry.
