Answer:
B. MM Proposition 2, if there are no taxes, explains how the cost of equity decreases as the firm increases its use of debt financing
Explanation:
Answer:
The amount that Matsui would report in its year-end 2018 balance sheet for its investment in Yankee is $804992.
Explanation:
Year end balance = Beginning balance + Net income - Dividend
= $809,600 + (35,200*36%) - ($ 48,000*36%)
= $809,600 + $12672 - $17280
= $804992
Therefore, The amount that Matsui would report in its year-end 2018 balance sheet for its investment in Yankee is $804992.
Answer:
$9,416.75
Explanation:
Present value is the sum of discounted cash flows.
Present value can be calculated using a financial calculator
Cash flow in year 1 = 0
Cash flow in year 2 = $2500
Cash flow in year 3 = 0
Cash flow in year 4 = $2500
Cash flow in year 5 = 0
Cash flow in year 6 = $2500
Cash flow in year 7 = 0
Cash flow in year 8 = $2500
Cash flow in year 9 = 0
Cash flow in year 10 = $2500
Present value = $9416.75
To find the PV using a financial calacutor:
1. Input the cash flow values by pressing the CF button. After inputting the value, press enter and the arrow facing a downward direction.
2. After inputting all the cash flows, press the NPV button, input the value for I, press enter and the arrow facing a downward direction.
3. Press compute
The present value of the annuity payments that Marcos receives is approximately $11,614.58, using the given 5% discount rate and considering the biennial payment structure.
To calculate the present value of an annuity where payments are made every two years, we can use the present value of an ordinary annuity formula. Since payments are made every two years, we adjust our calculations to reflect this. Given the discount rate of 5% and the next payment due to be in two years, we will use this rate for our calculations.
Here's how to find the present value of the annuity that Marcos receives. We would use the following formula for the present value (PV) of an ordinary annuity:
PV = Pmt * [(1 - (1 + r)^-n) / r]
Where Pmt is the annuity payment, r is the discount rate per compounding period, and n is the total number of compounding periods.
Marcos's annuity:
Using these details, we calculate:
PV = $2,500 * [(1 - (1 + 0.025)^-5) / 0.025]
PV = $2,500 * 4.64583... (factor obtained from the formula)
PV ≈ $11,614.58
So the present value of the annuity that Marcos receives is approximately $11,614.58.
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Cultural competence
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Complete Question:
Cell One Corporation began 2018 with retained earnings of $ 260 million. Revenues during the year were $ 520 million, and expenses totaled $ 340 million. Cell One declared dividends of $ 61 million. What was the company's ending balance of retained earnings? To answer this question, prepare Cell One's statement of retained earnings for the year ended December 31, 2018, complete with its proper heading.
Answer:
Cell Corporation
Statement of Retained Earnings for the year ended December 31, 2018:
$'million
Retained Earnings, Dec. 31, 2017 260
Net Income 180
Dividends (61)
Retained Earnings, Dec. 31, 2018 379
Explanation:
a) Data and Calculations:
Beginning Retained Earnings = $260 million
Revenues during the year were $ 520 million
Expenses totaled $ 340 million
Net Income (Revenue - Expenses) $180 million
Cell One declared dividends of $ 61 million
b) Cell Corporation's Retained Earnings for the year ended December 31, 2018 is the difference between the beginning retained earnings, net income, and the amount of dividend declared during the current year. This figure gives the amount of equity that has been retained for growing the business, which is an important internal source of corporate funding.
To calculate ending retained earnings, you start with beginning retained earnings, add her company's revenue, subtract expenses, and then subtract dividends. In this hypothetical scenario, the company would end the year with an ending balance of $3 million in retained earnings.
The calculation of the ending balance of retained earnings follows a simple formula. The beginning retained earnings, plus the revenue, subtracts expenses and then dividends. In this case, there were no specific numbers provided in the question, so let's assume examples. If a company starts with retained earnings of $2 million, earns revenue of $3 million during the year, and has total expenses of $1 million, the calculation would resemble the following:
Retained Earnings
Beginning Retained Earnings = $2 million
Add: Revenue = $3 million
Less: Expenses = $1 million
Equals: Intermediate Total = $4 million
Less: Dividends Paid = (Let's assume $1 million)
Equals: Ending Retained Earnings = $3 million
So, in this hypothetical scenario, the company would end the year with an ending balance of $3 million in retained earnings.
Learn more about Retained Earnings here:
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Answer:
Part 1 . Determine the cost of goods manufactured
Direct materials $280,000
Direct labor $324,000
Factory overhead $188,900
Add Opening Stock of Work In Progress Inventory $72,300
Less Closing Stock of Work In Progress Inventory $76,800
Cost of Goods Manufactured $788,700
Therefore cost of goods manufactured is $788,700
Part 2 . Statement of Cost of Goods Manufactured
Opening Stock of Finished Goods Inventory 39,600
Add Cost of Goods Manufactured 788,700
Less Closing Stock of Finished Goods (41,200)
Cost of Goods Manufactured 787100
Explanation:
Part 1 . Determine the cost of goods manufactured
This is a calculation of all Overheads Incurred in the Manufacturing process
Part 2 . Statement of Cost of Goods Manufactured
It is Important to note that Glenville Company is in the Manufacturing Business and their Cost of Sales cost from cost of Finished Goods.This would be the statement available for external use
Answer:
Megan Brink
Brink must wait 6 years to accumulate $10,000 with a present value investment of $6,651.
Explanation:
a) Data and Calculations:
Present value of investment = $6,651
Future value of the investment = $10,000
Interest rate per year = 6%
b) Using an online calculator:
You will need to invest 6.028 periods to reach the future value of $10,000.00.
FV (Future Value) $9,999.99
PV (Present Value) $6,651.00
N (Number of Periods) 6.028
I/Y (Interest Rate) 7.000%
PMT (Periodic Payment) $0.00
Starting Investment $6,651.00
Total Principal $6,651.00
Total Interest $3,348.99