Answer:
1.a. $2,460,000
2.c. $350,000
Explanation:
Calculation of after-tax salvage value
Cost of machine$ 5,000,000
Depreciation (20%+32%)=52% $ 2,600,000
WDV $ 2,400,000
($5,000,000-$2,600,000)
Sale price $ 2,500,000
Profit/(Loss) $ 100,000
Tax-40% $ 40,000
Sale price after-tax $ 2,460,000
Therefore the After-Tax Salvage Value of the production equipment at the end of the 2nd year equals$2,460,000
2.
The net working capital invested in the business, in the beginning will gets recovered at the end of the project.
Year 2, initial working capital of $ 350,000 will therefore be recovered and change in net working capital will be a positive 350,000
Therefore the change in Net Working Capital at the end of the 2nd year equals $350,000
Answer:
Products Selling price Unit variable cost Contribution per unit
$ $ $
M 7 3 4
N 6 2 4
O 6 3 3
19 8 11
Break-even point in composite units
= <u>Total fixed cost</u>
Contribution per unit
= <u>$340,000</u>
$11
= 30,909 units
Break-even point for the current sales mix
M 3/6 x 30,909 units = 15,455 units
N 1/6 x 30,909 units = 5,151 units
O 2/6 x 30,909 units = 10,303 units
Explanation:
In this case, we need to calculate contribution per unit of each product by deducting the unit variable cost of each product from their respective selling prices. Then, we will obtain the break-even point in composite units by dividing the total fixed cost by overall contribution per unit.
Then, we will determine the break-even point for the current sales mix by multiplying the proportion of each product in the sales mix by the break-even point in composite units.
Answer:
C, Management Information System
Explanation:
Answer:
Progression
Explanation:
Progression in real estate occurs when the property in a given area improves in value as a result of more expensive property bring built in the area.
This is one major way real estate appreciates in value. Some property owners wait for others to develop the area and naturally their own property appreciates in value.
In this scenario the developer buys the last five vacant lots in a subdivision and constructs a large, expensive home on each lot. The homes sell for what are record-setting high prices for the area.
Answer:
$81,000
Explanation:
The computation of the incremental profit (loss) from accepting the order is shown below:
Contribution per unit = $165 - $75
= $90
Now
Loss on contribution for giving up regular sales is
= $4,100 × 90
= $369,000
Now Incremental contribution for special order is
= ($135 - $75) × 7,500
= $450,000
So,
Incremental profit is
= $450,000 - $369,000
= $81,000