Answer:
the numbers are missing, so I looked for a similar question:
a. On 1, Tree Service prepaid $7,200 for six months' rent. Give the adjusting entry to record rent expense at Include the date of the entry and an explanation. Then post all amounts to the two accounts involved, and show their balances at adjusts the accounts only at 31, the end of its fiscal year.
Dr Rent expense 1,200 (= $7,200 / 6)
Cr Prepaid rent 1,200
Balances:
Prepaid rent 6,000
Rent expense 1,200
b. On 1, Tree Service paid $1,050 for supplies. At 31, has $400 of supplies on hand. Make the required journal entry at 31. Then post all amounts to the accounts and show their balances at 31. Assume no beginning balance in supplies.
Dr Supplies expense 650 (= $1,050 - $400)
Cr Supplies 650
Balances:
Supplies 400
Supplies expense 650
c. On 1, Tree Service prepaid for six months' rent. Give the adjusting entry to record rent expense at Include the date of the entry and an explanation. Then post all amounts to the two accounts involved, and show their balances at adjusts the accounts only at 31, the end of its fiscal year. Prepare the adjusting journal entry to record the rent expense at 31.
SAME AS QUESTION A
73. They are called Human relations or HR because they are responsible to make sure that the employees that working on the Company they are in is find and having no difficulties.
They ensure that they answer the queries and clarification of the employees and also make takes action if there are unnecessary problem or issue that is going on to every person in the company. They are also the one who provide protocols and work ethics to make sure that the company is in good conditions in terms of professionalism.
The answer would be A. Fax machines
Answer:
Addison will have $ 1,661 in her account in nine years.
Explanation:
This problem requires us to calculate value of our investment of $ 1000 dollars after nine years. The interest on the investment is 5.8% compounded annually.
This problem can be solved by using simple compounding formula given below.
Future Value = Present Value (1+interest rate%)^-period
Future Value = 1,000 (1+5.8)^9
Future = $ 1,661
