Payday loans typically have the highest interest rate. APEX
Answer:
The correct answer is 44.73 days or 45 days.
Explanation:
According to the scenario, the computation of the given data are as follows:
We can calculate the day's sales uncollected by using following formula:
Day's sales uncollected = No. of days in year ÷ Debtor turnover ratio
Where, Debtor turnover ratio = Sales ÷ Accounts receivable
= $607,500 ÷ $74,422
= 8.16
So, by putting the value, we get
Day's sales uncollected = 365 days ÷ 8.16
= 44.73 days or 45 days.
Newman's own organics is considered a socially responsible company because it donates to charity.
<h3>What are socially responsible company?</h3>
Socially responsible company are companies that are committed to the growth and development of their community.
They give voluntary donations to communities around them.
Therefore, Newman's own organics is considered a socially responsible company because it donates to charity.
Learn more on social responsibility below,
brainly.com/question/1373962
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Answer:
Q1) a. 6.60%
Q2) c. retaining a higher percentage of earning will result in a higher growth rate.
Explanation:
Q1.)
Use dividend discount model (DDM) to solve for the growth rate;
g = r- (D1/P0)
whereby;
g = dividend growth rate
r = required rate of return = 11.40% or 0.1140 as a decimal
D1 = next year's dividend = $1.14
P0 = Current stock price = $23.75
g = 0.1140 - (1.14/23.75)
g = 0.1140 - 0.048
g = 0.066 or 6.6%
Therefore, the growth rate is 6.60%, making choice A correct.
Q2.)
c. Retained earning is the proportion of total net profit that a company reinvests back into the business for the purpose of investing in other potentially profitable projects.The returns from these projects would increase the value of the company at a faster rate if a higher percentage e.g 90% is retained. On the other hand, if the company pays a larger portion of its retained earnings e.g 70% as dividends, it will experience a slower growth rate making choice C correct.
<span>It is the value of the gold that backs the value of representative money.</span>
