Answer:
14.06%
Explanation:
Assume their is a cash out flow today of $100000, and next four year annual cash inflow of 10000 and 120000 at the end of year 4.
We can use IRR formula to find the interest rate.
year cashflow
0 -100000
1 10000
2 10000
3 10000
4 130000
IRR 14.06%
The calculation has been done on excel sheet
Answer:
Net Income for the year is $23,175
Explanation:
The Company's income Statement is prepared below. In relation to the following please note that:
- Total Revenue is considered Section A while Total Expense is Section B and the Net Income is the difference of the same (A - B).
<u>Income Statement on December 31st:</u>
HOME REALTY, CORPORATION
Income statement
For period ended December 31st
Revenue $
Sales Revenue 166,000
Other Revenue -
Total Revenue (A) 166,000
Expenses: $
Salaries and Wages Expense 97,000
Interest Expense 6,300
Advertising Expenses 9,025
Income Tax Expense 18,500
Dividends 12,000
Total Expenses (B) 142,825
Net Income (A-B) $23,175
Answer:
Wilkens' days in inventory for 2017 = 60.833
Explanation:
Given:
Sales = $1,800,000
Beginning inventory = $160,000
Ending inventory = $240,000
Gross profit = $600,000
Inventory turnover = 6 times
Wilkens' days in inventory for 2017 = ?
Computation of Wilkens' days in inventory for 2017:
Wilkens' days in inventory for 2017 = Number of days in a year / Inventory turnover
Wilkens' days in inventory for 2017 = 365 / 6 times
Wilkens' days in inventory for 2017 = 60.833
Answer:
A. Retained earnings
Explanation:
At the end of the period, the temporary accounts are closed, their balance is transfer to retained earnings, so the COGS and the sales revenue involved in the intra-entity transfer are contained in the retained earnings account
Answer:
The correct answer is letter "A": The amount that would be paid today to receive a single amount at a specified date in the future.
Explanation:
The present value (PV) of a single sum tells us how much a future sum of money is worth today given a specified rate of return. This is an important financial concept based on the principle that money received in a specific time in the future is not worth as much as an equal sum received today.