Answer:
Date Accounts Titles & Explanation Debit Credit
Dec 31 Rent Expense $2,040
($6,120 *2/6)
Prepaid Rent $2,040
Dec 31 Deferred Revenue $525
Service Revenue $525
Dec 31 Salaries Expense $700
Salaries Payable $700
Dec 31 Supplies Expense $2,390
($3,100 - $710)
Supplies $2,390
Demon Deacons Corporation
Adjusted Trial balance
December 31, 2021
Accounts Debit$ Credit$
Cash 9,100
Account receivable 14,100
Prepaid rent 4080
Supplies 710
Deferred revenue 1,575
Salaries payable 700
Common stock 11,000
Retain earnings 5,100
Service revenue 45,245
Salaries expenses 31,200
Rent expenses 2,040
Supplies expenses <u>2,390</u> <u> </u>
Total $<u>63,620</u> $<u>63,620</u>
Prepaid rent = 6,120 - 2,040 = 4080
Supplies = 3100 - 2390 = 710
Deferred revenue = 2,100 - 525 = 1575
Answer:
$3,849.87
Explanation:
The change in balance is the net of the receipts and the payments.
The receipts include the receivables and the interest paid by the bank while the payments include the outgoing expenditure and bank charge.
Balance change
= $16,590 - $12,730 -$12.50 + $2.37
= $3,849.87
Answer:
To control food safety hazards within a food business in order to make sure that food is safe to eat.
Explanation:
Answer:
the equilibrium price but not above or below the equilibrium price.
Explanation:
At equilibrium price, quantity demanded equals quantity supplied. At this point, buyers are able to buy all they want to buy and sellers are able to sell all they want
Above equilibrium price, there would be a surplus. the quantity supplied would exceed the quantity demanded. Sellers would not be able to sell all they want in this case
Below the equilibrium price, there would be a shortage. the quantity demanded would exceed the quantity supplied. buyers would not be able to buy all they want
Answer:
$4,536
Explanation:
LIFO assumes that the units to arrive last will be sold first. Hence inventory valuation is based on the prices of earlier units.
Ending Inventory = 36 x $126 = $4,536
The value of the ending inventory using the LIFO method of inventory pricing is $4,536.