Answer:
1) To verify transactions have the correct date assigned to them. 2) To verify that an account balance is within its credit limit. 3) To verify that all transactions have been recorded for the period.
Explanation:
Business firms that sell to retailers and other merchants, and/or to industrial, institutional, and commercial users-but which do not sell in large amounts to final consumers-are called wholesalers. These are businesses that would purchase product in very large amounts and sells them to other businesses or the retailers at a lower price whose target customers are the consumers.
A cash card<span> will only allow you to make ATM (Automatic Teller Machine) withdrawals. A </span>debit card<span> will allow you to pay directly for goods and services </span>in<span> any place where your </span>card's <span>payment network (Visa, Maestro, etc.) </span>is<span> accepted.
hope this helped :)
alisa202</span>
Answer:
Variable Cost per hour is $4.86
Explanation:
given data
Highest Cost = $27,049
Lowest Cost = $19,772
Highest Cost Driver = 4,168 hours
Lowest Cost Driver = 2,672 hours
solution
we get here Variable Cost per hour that is express as
Variable Cost per hour = (Highest Cost - Lowest Cost) ÷ (Highest Cost Driver - Lowest Cost Driver) ......................1
put here value and we get
Variable Cost per hour =
Variable Cost per hour =
Variable Cost per hour = 4.86
so Variable Cost per hour is $4.86
Answer:
Closing retained earning is $414,540
Explanation:
The Retained Earnings figure can be calculated using the following equation:
Closing Retained Earnings = Opening Retained Earnings + (Sales - Expenses - Dividends)
Here
Opening balance of Retained Earning is $397,620
Revenues is $56,400
Expenses are $33,840
Dividends paid are $5,640
The purchased equipment is not considered here because it is increase in asset not an increase or decrease in revenue or expenses. So it is not considered here.
So by putting values, we have:
Closing Retained Earnings = $397,620 + ($56,400 - $33,840 - $5,640)
Closing Retained Earnings = $414,540