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kaheart [24]
2 years ago
10

Spartan castings must implement a manufacturing process that reduces the amount of particulates emitted into the atmosphere. Two

processes have been identified that provide the same level of particulate reduction. The first process is expected to incur $350,000 of fixed cost and add $50 of variable cost to each casting Spartan produces. The second process has fixed costs of $150,000 and adds $90 of variable cost per castings.
What is the break-even quantity beyond which the first process is more attractive?
What is the difference in total cost if the quantity produced are 10,000?
Business
1 answer:
Alexxandr [17]2 years ago
7 0

Answer:

Instructions are listed below.

Explanation:

Giving the following information:

The first process;

Fixed costs= $350,000

Variable cost= $50

The second process:

Fixed costs= $150,000

Variable costs= $90

To calculate the break-even quantity we need to use the following procedure:

350,000 + 50*X= 150,000 + 90*X

X= number of units

200,000=40X

5,000=X

From 1 to 4,999 units, the second process is more convenient regarding costs. From 5001 to infinity the first process is more cost-efficient.

<u>10,000 units:</u>

First process= 350,000 + 50*10,000= $850,000

Second process= 150,000 + 90*10,000= $1,050,000

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Knight signed a lease specifying that, if the $400-per-month rent was not received by the fifth of each month, Knight would owe
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2 years ago
Chubbs Inc.’s manufacturing overhead budget for the first quarter of 2017 contained the following data. Variable Costs Fixed Cos
nydimaria [60]

Answer:

\left[\begin{array}{cccc}-&Budget&Variance&Actual\\IL&10,000&700&9,300\\IM&11000&-3,800&14,800\\Utilities&7,400&-2,400&9,800\\Maintenance&6,000&1,200&4,800\\Total  \: Variable&34,400&-4,300&38,700\\Supervisor&35,400&0&35,400\\Depreciation&7,100&0&7100\\PT and insurance&7,700&-600&8,300\\Maintenance&6,000&0&6,000\\Total \: Fixed&56,200&-600&56,800\\Total \: MO&90,600&-4,900&95,500\\\end{array}\right]

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Let’s suppose you (USA dealer) imported a product from German on Dec 1, 2018 at € 300, payable in 60 days. You sold the product
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Answer:

Combine profit of 2018 and 2019 is $200 + (-$100 loss) = $100 profit.

Explanation:

The value of imported product from Germany as on 1st Dec. 2018 = 300 Euro

The exchange rate as on 1st Dec. 2018 = 0.6 Euro/Dollars

The value of imported product in dollars =\frac{300}{0.6} = 500 dollars.

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Thus, the loss of 2018 is $100 and profit of 2019 is $200.

Combine profit of 2018 and 2019 is $200 + (-$100 loss) = $100 profit.

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