Answer:
The company must sell 10,00 products to break even
Explanation:
If you use the approached suggested in the question, you can solve for break even quantity by setting revenue to equal cost
R = C => 9x = 50,000 + 4x => 5x = 50,000 => x =10,000
<u>Double check: </u>
10,000 products sold as $9 would fetch $90,000 in revenue
Producing 10,000 products would incur 50,000 + 4 * 10,000 = $90,000 in total costs
=>The solution is correct
Answer:
$523,644
Explanation:
The computation of the market value of this firm is shown below;
Asset at realizable value amount ($)
Building appraised value $1,300,000
Equipment current value $327,000
Inventory Market value ($270000 ÷ 2) $135,000
Accounts receivables ($155,200 × 97%) $150,544
Cash $11,100
Total assets gross available $1,923,644
(-) Owings -$1,400,000
The Market value of the firm $523,644
Answer:
c. $20,416.50
Explanation:
Cost of assets = 20,000
Depreciation year 1 = 33% * 20,000 = $6,666
Annual cost saving = 25,000
Tax rate = 25%
Operating cash flow Year 1 = Cost saving*(1 - tax) + Tax*Depreciation
Operating cash flow Year 1 = 25,000*(1-0.25) + 0.25*6,666
Operating cash flow Year 1 = 25,000*0.75 + 0.25*6,666
Operating cash flow Year 1 = 18750 + 1666.5
Operating cash flow Year 1 = $20,416.5
So, the cash-flow from the project in year 1 is $20,416.50
Explanation:
1. An annuity is a number of equivalent payments made. For instance, the annuities include daily savings account deposits, monthly home loan payments, monthly insurance and pension payments. Annuity can be defined by the payment dates frequency.
Difference between an ordinary annuity and an annuity due:
In each period certain annuities shall pay the same amount, while varying annuities that differ in amounts. At the end of each time, payments in the standard annuity take place. In comparison, payments for an annuity due are made at the start of the contract.
2. The number of y-axis and discount rate on the x-axis is usually present in an annuity table. Place them on the table for your annuity and then place the cell in which they meet. Multiply the cell number by the amount of money each time is earned.
3. The annuity table contains the amount of contributions you expect to collect at a given interest rate plus a list of equivalent payments. You come to the current value of the payments when you subtract this element by one of the payments. As a quick guide the preceding annuity table includes only figures for discrete intervals and interest rates, which may be not quite the same as a real world scenario.
