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luda_lava [24]
3 years ago
12

Last month, Duncan Incorporated’s Assembly Division had total manufacturing costs of $457,250, total conversion costs of $279,00

0, and 38,750 equivalent units for both materials costs and conversion costs. During the same period, Davis Manufacturing’s Assembly Division had total manufacturing costs of $721,056, total conversion costs of $381,408, and 55,680 equivalent units for both materials costs and conversion costs. Based on these figures, Duncan’s materials cost per unit was ________ than Davis’
Business
1 answer:
mars1129 [50]3 years ago
6 0

Answer:

The answer is: Duncan's materials costs per unit was $1.50 ($6.10 - $4.60) less than Davis's materials costs per unit.

Explanation:

We must first calculate the materials costs for both companies:

  • Duncan's total costs was $457,250 minus conversion costs of $279,000 equals total materials costs of $178,250.
  • Davis's total costs was $721,056 minus conversion costs of $381,408 equals total materials costs of $339,648 .

Now we calculate the materials costs per unit produced:

  • Duncan's total materials costs $178,250 divided by 38,750 units equals $4.60 per unit.
  • Davis's total materials costs $339,648  divided by 55,680 units equals $6.10 per unit.

So Duncan's materials costs per unit was $1.50 ($6.10 - $4.60) less than Davis's materials costs per unit.

.

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Answer:

$31

Explanation:

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5 0
3 years ago
The management of Truelove Corporation is considering a project that would require an initial investment of $321,000 and would l
Art [367]

Answer:

2.6 years

The appropriate response to carry out the project if the payback period is within the acceptable payback period of the company

Explanation:

Payback period calculates the amount of the time it takes to recover the amount invested in a project from its cumulative cash flows.

Payback period = amount invested / cash flow

Cash flows is used in calculating the payback period.

To derive the payback period from net income, add depreciation to net income

$82,000 + $42,000 = $124,000

$321,000 / $124,000 = 2.6 years

I hope my answer helps you

4 0
3 years ago
The exercise price of the options is $100 per share, all options are European and the stock does not pay any dividend. The call
Ber [7]

Answer:

Stock Price is $98.70

Explanation:

given data

exercise price = $100 per share

call price = $25 per share

put price = $17 per share

mature time = 2 years

annual rate of interest = 5%

to find out

What is the stock price today

solution

we will use here Put Call Parity for find out Stock Price that is express as

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here C is call price and r is rate and t is time and S is Stock Price and P is put price so put all value in equation 1

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25 + \frac{100}{(1+0.5)^2} = S + 17

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P = $98.70

so Stock Price is $98.70

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