Answer:
$87,200
Explanation:
The computation of the total amount of merchandise purchase is shown below:
As we know that
Cost of goods sold = Beginning merchandise inventory + purchase of merchandise - ending merchandise inventory
$69,400 = $11,600 + purchase of merchandise - $29,400
$69,400 = -$17,800 + purchase of merchandise
So, purchase value of merchandise is
= $69,400 + $17,800
= $87,200
Answer:
Increase by $37,100.
It will accept any time the price is above $43 with the condition it will not incur in additional fixed cost.
$63. is the sales price that generates 106,000 dollar of operating income
Explanation:
As the units will not inccur in any additional fixed cost we should check for the contribution margin this units will provide:
50 dollars - 43 dollar of variable cost = 7 dollars
5,300 saws x $7 = 37,100
The sales reveues will increase by that amount.
(5,300 x $43 dollars each in cost + 106,000 contribution )/5,300 = sales price
sales price = 63
Answer:
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Explanation:
Answer:
Explanation:
Prepare a post-closing trial balance.Step 9
Prepare an adjusted trial balance.Step 6
Analyze business transactions.Step 1
Prepare a trial balance.Step 4
Journalize the transactions.Step 2
Journalize and post closing entries.Step 8
Prepare financial statements.Step 7
Journalize and post adjusting entries.Step 5
Post to ledger accounts.Step 3
Answer:
The selling price should be $66K.
Explanation:
Capital Budgeting defines the future value as present value times the interest rate over the years FV=(1+i)^n, the following table shows both future values for Neighbor’s house and mine to calculate the differences.
Future value (FV) = Present value (PV) + (1 + Interest rate)n, where n is raised to the power of the number of years.
FV = PV +p (1+r) -30
PV = 60000
= $60000 (1+0.075) - 30
= $60000 (0.11422)
= $6859.26 + $60000
= $66853.26
.
Given this estimate, my selling price will now be $66K, making a profit of $5K, this way the future seller can either choose to buy my home or any other in the neighborhood since the future value will be the same even though the interest rate is 0.5% higher.