Answer:
$8,495,833
Explanation:
<u>Calculation of weighted-average accumulated expenditures</u>
Date Payments Funds used Annualized Amount
Mar 1 $6450000 10/12 $6450000*10/12 $5,375,000
Jun 1 $5350000 7/12 $5350000*7/12 $3,120,833
Dec 31 $8250000 0/12 $$8250000*0/12 <u>$0 </u>
Weighted Average Expenditures <u>$8,495,833</u>
Answer:
Contribution margin ratio = Contribution margin / Sales
Product C90B CMR = ($23,490 - $7,047) / $23,490 = $16,443 / $23,490 = 0.7 = 70%
Product Y45E CMR = ($34,800 - $13,920) / $34,800 = $20,880 / $34,800 = 0.6 = 60%
The rule, <em>the Higher the contribution margin ratio, the lower the Break-Even point. </em>So, if sales mix shifts to product C90B, overall Break-even point <u>Decreases</u>.
Answer:
<u>a. True</u>
Explanation:
Indeed, we could rightly say the statement is true by remembering the four key factors of production (business):
- capital (wealth)
- labor
- resources
- entrepreneur.
Labor is part of the list of important factors and political freedom allows the entrepreneur to sucessfully manage business activities.
Answer: $800,000
Explanation:
The total amount of amortization expense that would appear in Burger Mania's income statement for the first year ended December 31 related to these items will be:
Ammortization value = Patent value / Useful life
= $4,000,000 / 5
= $800,000
Therefore, the ammortization value is $800,000 per year.
