Answer and Explanation:
The Journal entries are shown below:-
1. Salary Expense $1,500
To Salary Payable $1,500
(Being salary expense is recorded)
Here we debited the salary expenses as it increased the expenses and we credited the salary payable as it also increased the liabilities
2. Salary Expense Dr, $2,100
Salary Payable Dr, $1,500
To Cash $3,600
(Being cash paid is recorded)
Here we debited the salary expenses and salary payable as it increased the expenses and decreased the liabilities and we credited cash as it reduced the assets
Answer:
Barbara will have $210,349
Mary will have $188,922
Explanation:
Total time of investment is 40 years = age 67 - age 27
After 10 years, Barbara will have $27,633 (this figure used "FV" calculation in excel = FV(7%,10,2000)
Then Barbara put all $27,633 in next 30 years then she will have $210,349 = 27,633 x (1+7%)^30
Mary didn't now invest in first 10 years, but then invests $2,000 per year for the next 30 years, so she will have $188,922 = FV(7%,30,2000)
Answer:
Answer is $10,500.
Refer below.
Explanation:
Camille's Café is considering a project that will not produce any sales but will decrease cash expenses by $12,000. If the project is implemented, taxes will increase from $23,000 to $24,500 and depreciation will increase from $4,000 to $5,500. The amount of the operating cash flow using the top-down approach is:
$10,500
The amount that that Azco Autosystems, Inc., can afford to spend on an energy management system is $80,744.
<h3>Present value</h3>
Using this formula
Present Value = A(P/A, 10%, 5)
Where:
A=$21,300
(P/A, 10%, 5)=3.79079
Let plug in the formula
Present Value = 21,300 (P/A, 10%,5)
Present Value = 21,300 (3.79079)
Present Value =80,743.8
Present Value = $80,744 (Approximately)
Inconclusion the amount that that Azco Autosystems, Inc., can afford to spend on an energy management system is $80,744.
Learn more about present value here:brainly.com/question/15904086
Answer:
correct answer is c. You both have the same amount of money
Explanation:
given data
invest = $1000
pay compound interest = 10%
pay simple interest = 10%
time = 1 year
solution
we get here difference in the total amount that is your friend money - your money .................1
so difference in the total amount = invest × 
- [ invest + ( invest × rate × time) ] ......................2
put here value
difference in the total amount = $1000 × 
- [$1000 + ( 1000 × 10% × 1) ]
difference in the total amount = 0
so correct answer is c. You both have the same amount of money
