Answer:
The firm collects on its sales in an average of 10 days
Explanation:
if the receivables turnover is 36.5 it means it colect his accounts 36.5 times per year
we can convert this into a days metric:
<em>the days account is outstanding:</em>
365 days per year / we collect 36.5 per year = 10 days to collect an account on average
The acounts are collected every ten days on average.
Answer:
A corporation:
C. Is subject to federal income taxes on its earnings, whereas a partnership is not.
Explanation:
The other options fit a partnership more than a corporation. The chief advantages of a corporation over a partnership are the limited liability status of the shareholders of a corporation, which benefits all the shareholders and secondly, the corporation is a separate legal entity from the owners. This second advantage allows professional managers to lead the company. With respect to federal income taxes on the earnings, the corporation is taxed directly on its earnings and shareholders also pay taxes on their income from all sources (unless it is an S-corporation), while partners in a partnership enjoy pass-through taxation of their partnership earnings.
It is training that you need for a career that you want to do and you go there during high school to do the training
Answer:
The answer is: Maximum growth rate achievable excluding external financing of any kind.
Explanation:
The internal growth rate (IGR) of a company is the maximum level of business operations at which a company can function with its own resources, without obtaining external financing through issuing new debt or equity.
It measures the company's ability to increase sales and profit without any outside "help" (new debt or equity).
Answer:
the yield to maturity of this bond is 5.7%
Explanation:
given data
pays interest annually C = $64
face value F = $1,000
current market price P = $1,062.50
bond matures n = 30 years
solution
we get here yield to maturity that is express as
yield to maturity =
yield to maturity = [C+ (F-P) ÷ n] ÷ [(F+P) ÷ 2 ] .................1
put here value and we get
yield to maturity = 
÷ 
yield to maturity = 0.057
so that the yield to maturity of this bond is 5.7%
