The cash operating cycle for a merchandiser begins with cash purchases of merchandise and ends with receipt of cash.
<h3><u>
What is a merchandise?</u></h3>
- Any form of items, including those used for personal or professional purposes, as well as goods sold to the general public (retail) or other enterprises, are referred to as merchandise (wholesale).
- 'Freebies', or promotional things like the bespoke drink bottles in this example that are given away or not charged for, can also be referred to as merchandise.
- Calendars, magnets, wall art, stationery, greeting cards, textiles, badges, and a wide variety of other goods may be included in this category.
- A T-shirt with a slogan or logo that a political party distributes to voters during an election campaign or a calendar with a logo that a supplier offers its clients at the end of each year are two examples of freebie products.
Buying merchandise can be done with cash or on credit. The accounts involved in the transaction are the purchases account and the cash account if goods are paid for in cash. It debits the purchases account and credits the cash account.
Know more about Merchandise with the help of the given link:
brainly.com/question/15546663
#SPJ4
Answer:
$24135.72
Explanation:
Given pmt 320, r 9% n 5 years
This amount is paid monthly s\and there are 12 months in a year
r = 9%/12 =0.75%
n = 5* 12 =60
We will use the future value of annuity
FV = pmt *[(1+r)^n - 1/r)]
= 320 *[(1+0.0075)^60-1/0.0075
=$24135.72
B. If you needed to Access it if your computer ever crashes down, you have a copy that won't get corrupted.
Answer: b. The beta of the portfolio is higher than the highest of the three betas
Explanation:
The beta of a portfolio is calculated as a weighted average of the individual betas of the individual stocks. As such, the highest individual beta will be the upper limit of the portfolios entire beta.
For instance.
3 stocks A, B and C have betas of 1, 1.3 and 2 respectively.
A has a weight of 1%, B has a weight of 1% and C has a weight of 98%.
The portfolio beta will be;
= (0.01 * 1 ) + ( 0.01 * 1.3) + ( 0.98 * 2)
= 1.98
Even if the stock with the highest beta had an advantage of weighing such a high figure, it it mathematically impossible for the portfolio beta to be higher than it.
