<u>Solution and Explanation:</u>
The following formulas will be used in order to calculate the accounts receivable turnover ratio and in order to find out the number of days collect.
Accounts receivable turnover ratio = Net sales divided by Average net Accounts receivable
![=\$ 50,370 /[(\$ 7,250+\$ 5,720) / 2]](https://tex.z-dn.net/?f=%3D%5C%24%2050%2C370%20%2F%5B%28%5C%24%207%2C250%2B%5C%24%205%2C720%29%20%2F%202%5D)

= 7.77 times
<u>Days to collect</u> = 365 divided by Accounts receivable turnover ratio
= $365 divided by 7.77
= 47 days
<u>Note</u>: The number of days that has been assumed is 365 days
Answer:
This question is incomplete, the options are missing. The options are the following:
a) Highest price; highest total market value
b) Highest total market value; highest price
c) Highest price; lowest liquidity
d) Greatest number of shares outstanding; highest price
And the correct answer is the option B: Highest total market value; highest price.
Explanation:
To begin with, both terms the Dow Jones Averages and the Standard & Poor's are indexes for the respective american stock market in where the better companies of the country are in the list so that why that mostly of them will obviously have the highest total market value and its respectively highest price due to the fact that are the companies that produce more and work better than others and the public buy stocks from them and that makes them richer and richer.
Answer:
The person is NOT spending her income for both goods in a manner that maximizes her satisfaction.
Explanation:
Based on the information given The person is NOT spending her income for both goods in a manner that maximizes her satisfaction which means that she would have to INCREASE baseball games consumption and DECREASE movies consumption reason been that we were told that an individual enjoys going to baseball game three times compare to seeing new movie which therefore means The price of the ticket for a baseball game which is the amount of $30 should be increase while the price of a ticket for a movie which is the amount of $15 should be decrease.