Answer:
For every $1.00 spent in manufacturing, another $2.79 is added to the economy
Explanation:
hope this helps
Answer:
It is a relatively easy method to apply.
Explanation:
When accounting for a subsidiary, equity method is followed, whenever the shareholding percentage is equal or more than 20%.
But here, the parent company uses, initial value method for internal reporting.
Under initial value method the value of investment in subsidiary is recorded at cost, and then adjusted at year end at fair value, this clearly shows the gain or loss at each year end from such investment as per market norms.
There is no statutory requirement to follow such initial value method for internal reporting.
The correct reason therefore, is:
It is a relatively easy method to apply.
Answer:
a. $5
b. $4
c. $6
Explanation:
a. store A?
Beginning balance = $300
Ending balance = $300 - $100 = $200
Average balance = ($300 + $200) ÷ 2 = $250
Monthly APR = 24% ÷ 12 = 2%
June finance charge = Average balance × Monthly APR = $250 × 2% = $5
b. store B
June finance charge = (Beginning balance - Payments) × Monthly APR = ($300 - $100) × 2% = $4
c. store C?
June finance charge = Beginning balance × Monthly APR = $300 × 2% = $6
Answer:
Roper Spring Water should not buy the machine, since it produces a negative net present.
Explanation:
Summary of Cash Flows on the Machine are as follows :
Year 0 = ($230,000)
Year 1 = $55,000
Year 2 = $65,000
Year 3 = $75,000
Year 4 = $75,000
Interest rate = 7%
Using the CFj Function of the Financial calculator this will be computed as :
($230,000) CF j 0
$55,000 CF j 1
$65,000 CF j 2
$75,000 CF j 3
$75,000 CF j 4
i/yr = 7%
Therefore Net Present Value is - $3,385.13
Since this is a negative Net Present Value, Roper Spring Water should not buy the machine.
Answer:
393 units will need to be sold to breakeven
Explanation:
Break even point is the point where a Company makes neither makes a profit nor a loss.
Step 1 : Calculate new variables
New Sales = $250 x 1.40 = $350
Variable Costs = $250 x 30 % = $75
New Fixed Costs = $120,000 x 90 % = $108,000
Step 2 : Break even (units)
Break even (units) = Fixed Costs ÷ Contribution per unit
= $108,000 ÷ ($350 - $75)
= 393 units
Thus, 393 units will need to be sold to breakeven
