Solution:
In years Best estimate of return Working note
5 12.36% ((5-1)/(40-1)*0.1024)+((40-5)/(40-1)*0.126)
10 12.06% ((10-1)/(40-1)*0.1024)+((40-10)/(40-1)*0.126)
20 11.45% ((20-1)/(40-1)*0.1024)+((40-20)/(40-1)*0.126)
The formula for the return on assets is calculated by dividing the net income by the total average assets. The profit margin and total asset sales can also be represented as a consequence of this ratio. For the calculation of the total asset return, either formula may be used.
Answer:
The correct option is;
a. The Limited
Explanation:
Business-to-Consumers or B2C is the means by which company products and services are sold directly to the end-users or consumers. B2C companies are those that deal directly with the end users
Sears, has over 400 outlets, Williams-Sonoma, is a publicly listed company that deals on home furniture and kitchen ware products and J. C. Penny is also a listed department store chain having 840 locations o outlets.
Answer:
4.16%
Explanation:
to calculate Singapore's economic growth rate we can use the future value formula (we could also use the rule of 72 but it is not very exact):
future value = present value x (1 + r) ⁿ
- future value = 900
- present value = 450
- n = 17
- r = ?
900 = 450 (1 + r)¹⁷
(1 + r)¹⁷ = 900 / 450 = 2
1 + r = ¹⁷√2 = 1.0416
r = 1.0416 - 1 = 0.0416 or 4.16%
Answer:
$700,000
Explanation:
The portion of the long term note payable that is due within one year must be reported as current portion of long term debt (CPLTD) and must be included under current assets. In this case, the current portion of the long term debt is $100,000, so the portion that must be reported as long term debt is $800,000 - $100,000 = $700,000.
Answer: C. equal zero
Explanation:
The mean is average of the portfolio which means that some securities will be more than the mean and some will be less.
Some deviations will be positive, others will be negative.
When these deviations are added together, the negative deviations will cancel out the positive deviations which will lead to the average deviations being 0.
