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goldenfox [79]
3 years ago
13

For Bonita Industries, the predetermined overhead rate is 70% of direct labor cost. During the month, $800000 of factory labor c

osts are incurred of which $210000 is indirect labor. Actual overhead incurred was $340000. The amount of overhead debited to Work in Process Inventory should be:
Business
1 answer:
Tamiku [17]3 years ago
4 0

Answer:

$147,000

Explanation:

Calculation to determine what The amount of overhead debited to Work in Process Inventory should be:

Using this formula

Overhead debited to Work in Process Inventory=Factory labor costs*Predetermined overhead rate

Let plug in the formula

Overhead debited to Work in Process Inventory=$210,000*70%

Overhead debited to Work in Process Inventory=$147,000

Therefore The amount of overhead debited to Work in Process Inventory should be:$147,000

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Answer:

The correct answer is letter "C": sales minus costs of intermediate goods.

Explanation:

Value Added is used to describe the extra something a company does to a product that makes it worth more than the cost of its underlying parts. For economists, value-added is the <em>difference between the gross revenue for an industry</em> (sales) <em>and the sum of the labor, materials, and services </em>(intermediate goods) <em>purchased to produce the goods that generated the revenue.</em>

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3 years ago
A house is for sale for $250,000. You have a choice of two 20-year mortgage loans with monthly payments: (1) if you make a down
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Answer:

The effective annual rate of interest on the additional $25,000 borrowed on the first loan is 12.95%

Explanation:

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1.

down payment of $50,000 and the interest rate is 6% per annum

the loan amount = $250,000 - $50,000

                            = $200,000

period = 20*12

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rate = 5%/12

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monthly payment = $1,319.91

difference between the payments in 1 and in 2 = 1611.97 - 1319.91

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2.

down payment of $25,000 and the interest rate is 6% per annum

the loan amount = $250,000 - $25,000

                            = $225,000

period = 20*12

           = 240 months

rate = 6%/12

       = 0.5% per month

monthly payment = $1,611.97

difference between the payments in 1 and in 2 = 1611.97 - 1319.91

                                                                               = $292.06

additional down payment is $25,000

the effective annual rate = [(292.06/25000)*12]*100

                                         = 12.95%

Therefore, The effective annual rate of interest on the additional $25,000 borrowed on the first loan is 12.95%

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Answer:

true

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