Answer:
a. $120
b. 5,000 units
c. 7,000 units
Explanation:
Hi, your question is incomplete, I found the full question online and uploaded text and image below.
Workings and explanations :
Contribution margin per unit = Sales - Variable Cots
= $200 - $80
= $120
Break even (units) = Fixed Costs ÷ Contribution margin per unit
= $600,000 ÷ $120
= 5,000 units
Unit Sales to achieve a target profit = (Targeted Profit + Fixed Costs) ÷ Contribution margin per unit
= ($240,000 + $600,000) ÷ $120
= 7,000 units
Margin of Safety = Expected sales - Break even Sales
Note : There is no much details about the current sales level
<u>FULL DETAILS OF THE QUESTION IS AS FOLLOWS :</u>
<em>Information concerning a product produced by Ender Company appears here: Sales price per unit $ 200 Variable cost per unit $ 80 Total annual fixed manufacturing and operating costs $ 600,000</em>
Answer:
This means that receiving 9000 today is better for us as we will have more at the end of 6 years.
Explanation:
We need to first calculate what is the future value of payments in both scenarios. If we receive $9,000 today and invest it at 10% for 6 years we will have 9000*1.10^6=15,944
If we start reviving cash in 4 annual payments 2 years from now of $3000 we will have to find the future value of each individual payment and add them up.
First payment Future value = 3000*1.10^4=4392 (Money can be invested for 4 years at 10%)
Second payment future value = 3000*1.10^3=3993 (Money can be invested for 3 years at 10%)
Third payment future value = 3000*1.10^2=3630 (Money can be invested for 4 years at 10%)
Fourth payment future value = 3000*1.1=3300
Add them all up = 15315
This means that receiving 9000 today is better for us as we will have more at the end of 6 years.
The right answer is none of the above, its Bonds payable.
Answer:
C. It allows people to buy, sell, and trade goods efficiently
Answer:
Depreciation expense for 2017 = $19,200
Explanation:
We know,
Using the units of production depreciation method, depreciation expense per mile = (Total cost - salvage value) ÷ Total miles driven in useful life
Given,
Purchase cost = $109,200
Salvage value = $3,800
Total miles driven in useful life = 131,750 miles
Miles driven in 2017 = 24,000 miles
Therefore,
depreciation expense per mile = ($109,200 - $3,800) ÷ 131,750 miles
depreciation expense = $0.8 per mile
Hence, depreciation expense for 2017 = $0.8 per mile × 24,000 miles
depreciation expense for 2017 = $19,200
