The company should accept the special order because it will get an additional profit of $4,000 ($12,500 - $7,500 - $1,000) for the special order. This additional profit amount can be acquired by separating the effect from the special order on each cost and sales of the company's business. The sales should increase by $12,500 ($5 x 2500 unit) amount if the job is taken and the variable cost should increase by $7,500 ($3 x 2500 unit). Lastly, the fixed cost should increase by $1,000 (the new machine).
Answer:
Instructions are below.
Explanation:
Giving the following information:
Job 765:
Direct material= $5,670
Direct labor= $3,500
Machine Hours= 27
Job 766:
Direct material= $8,900
Direct labor= $4,775
Machine Hours= 44
Job 765 produced 152 units, and Job 766 consisted of 250 units.
Assuming that the predetermined overhead rate is applied by using machine hours at a rate of $200 per hour.
Costs sheet:
<u>Job 765:</u>
Direct material= 5,670
Direct labor= 3,500
Allocated overhead= 200*27= 5,400
Total cost= 14,570
Unitary cost= 14,570/152= $95.85
<u>Job 766:</u>
Direct material= 8,900
Direct labor= 4,775
Allocated overhead= 200*44= 8,800
Total cost= 22,475
Unitary cost= 22,475/250= $89.9
Answer:
flank attack
Explanation:
Based on the scenario being described within the question it can be said that this is an example of a flank attack. This is the marketing strategy that focuses on attacking the different weak points of the competitors in the market. Which is what Colgate is doing by focusing on the one aspect that Pepsodent has not targeted in order to overtake all of their market share on their newly launched product.
Answer:
$25,800
Explanation:
The units-of-production deprecation method depreciates an asset based on the total units produced each year.
Unit of production depreciation expense = (units produced / total expected units of production) × (cost of asset - salvage value)
(64,500 / 300,000) x ($135,000 - $15,000)
0.215 x $120,000 = $25,800
I hope my answer helps you
Answer:
Second National Bank
Present value (PV) = $5,400
Future value (FV) = $13,900
Interest rate (r) = 10% = 0.10
FV = PV(1 + r)n
$13,900 = $5,400(1 + 0.10)n
<u>$13,900</u> = (1.10)n
$5,400
2.574074074 = (1.10)n
Log 2.574074074 = n log 1.10
<u>Log 2.574074074</u> = n
Log 1.10
n = 9.9 years
None of the answers is correct
Explanation:
In this case, we will apply the formula of future value of a lump sum. The present value, interest rate and future value were provided with the exception of number of years. Thus, the number of years becomes the subject of the formula. The future value equals present value, multiplied by 1 plus interest rate, raised to power number of years.