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almond37 [142]
3 years ago
13

The entry to record patent amortization​ expense: A. increases total assets and decreases total​ stockholders' equity. B. increa

ses both total assets and total​ stockholders' equity. C. decreases total assets and increases total​ stockholders' equity. D. decreases both total assets and total​ stockholders' equity.
Business
2 answers:
Pavel [41]3 years ago
8 0

Answer:

D. decreases both total assets and total​ stockholders' equity.

Explanation:

At first, we have to give the journal

Amortization expense Debit

Accumulated amortization expense Credit

As amortization expense decreases net income, it will decrease the shareholder equity. As Accumulated depreciation is a contra entry, it reduces patent.

Therefore, option D is the answer.

In other options, we can not determine the above requirements.

kupik [55]3 years ago
5 0

Answer:

D. the entry to record patent amortization expense decreases both total assets and total stockholders’ equity

Explanation:

Patents give companies the exclusive right to produce a particular product or service for a period of time, after which other competitors can produce it in the market place. Like any other tangible asset gets depreciated over its life span, an intangible asset such as a patent has to be amortized until it expires.

When the patent is obtained, it is recorded as an asset. After that, an amortization expense is recorded every year until the patent asset account becomes zero. To do this patent amortization expense, the record is:

Debit - Patent Amortization expense account

Credit - Patent Accumulated amortization expense account

The debit decreases the stockholders’ equity and the credit decreases the asset.

Hence, the entry to record patent amortization expense decreases both total assets and total stockholders’ equity.

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The Quorum Company has a prospective 6-year project that requires initial fixed assets costing $962,000, annual fixed costs of $
diamong [38]

Answer:

5375

Explanation:

Given that:

Initial Fixed assets costing = $962000

Annual fixed costs = $403400

Variable cost per unit = $123.60

Sales price per unit = $249.00

Discount rate = 14%

Tax rate = 21%

The contribution per unit = Sales price - Variable cost

= $(249.00 - 123.60)

= $125.40

The present value break-even point(BEP) is the region of sales level where the net present value (NPV) equals zero.

Assuming that the sales level = p

i.e.

NPV = PV(of inflows - of outflows)

Inflows = (p * contribution per unit - annual fixed cost)( 1- tax rate) + depreciation * tax rate

= (p * 125.4 - 403400) ( 1 - 0.21) + depreciation * tax rate

where;

depreciation = initial fixed assest cost/ lifetime of the project

= (125.4p - 403400)*0.79 + (962000/6)*0.21

= (125.4p - 403400)*0.79 + (160333.33)*0.21

= (125.4p - 403400)*0.79 + 33670

Now, the PV of the inflows =PV factor(6 years, 14%) * inflows

= inflows * \dfrac{( 1-(1.14)^{-6})}{0.14}

= inflows * 3.8887

Replacing the value for inflows, we have:

=((125.4p - 403400)*0.79 + 33670)* 3.8887

The PV of the outflows = Initial Fixed asset cost = $962000

∴

Equating both together using:

PV(of inflows - of outflows) = 0

((125.4p - 403400)*0.79 + 33670)* 3.8887 - 962000 = 0

((125.4p - 403400)*0.79 + 33670)* 3.8887 =  962000

(99.066p - 318686 + 33670) * 3.8887 =  962000

(99.066p - 285016) * 3.8887 =  962000

385.24p - 1108341.72 = 962000

385.24p= 962000 + 1108341.72

385.24p= 2070341.72

p = 2070341.72 / 385.24

p ≅ 5375

6 0
2 years ago
Which of the following is an example of the barter system?
nlexa [21]

Answer:

B. Taking a friend to lunch in return of a favor

Explanation:

Barter System is  direct commodity/ service to commodity/service exchange  , without using money as an intermediary exchange medium . It is also called C to C exchange .

Eg : Two farmers exchanging their wheat & rice , A teacher teaching grocers' child in exchange of groceries from him .

So : A. Simple Investment , C. Money Purchase , D. Money Denomination exchange - neither are examples of Barter System .

B . Paying off a friend's favour in exchange of a service (being service-service exchange) is a relatable  example.

4 0
3 years ago
Catherine often switches from project to project because she thinks she gets more done that way. She also doesn't get bored as o
marta [7]
The answer is A. Multitasking. For three reasons: <span>You’re less productive. It is scientifically proven that there is no such thing as multitasking. You're simply switching from one task to another. When your brain tries to switch it needs to rethink about what its doing which wastes time. You sabotage your ability to do good work. Constantly switching from one thing to another means you can't focus on one specific thing. This often leads to mistakes which means you need to take extra time to fix it anyway. You squelch your creative juices. In other words when you go back and forth from one thing to another you're preventing your thoughts from developing into other thoughts. Which could potentially prevent a brilliant idea.Stay safe. Focus!
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5 0
3 years ago
Read 2 more answers
You are compiling Bertram Boat’s balance sheet. According to your calculations, Bertram has current assets of $85,000 and proper
iragen [17]

Answer:

$318,000

Explanation:

The computation of the total assets is shown below:

= Current assets +  property, plant, and equipment - difference in amount

= $85,000 + $235,000 - $2,000

= $318,000

The difference of amount is

= Account receivable - collected amount

= $50,000 - $48,000

= $2,000

Since the current asset is already given so we considered the difference in amount to find out the total asset.

3 0
3 years ago
Surreal Corp. has borrowed to invest in a project. The loan calls for a payment of $17,500 every month for three years. The lend
Marianna [84]

Answer:

The rate at which to discount the payments to find sum borrowed is 12.68%

Explanation:

The discount rate to be used in computing the sum borrowed can e derived from the effective annual rate formula below:

Effective annual rate = (1 + Quoted interest rate/m)^m - 1

quoted interest rate is 8.40

m is the number of months in a year when compounding is done which is 12

effective annual rate=(1+8.40%/12)^12-1

effective annual rate=(1+0.01)^12-1

effective annual rate=(1.01)^12-1

effective annual rate=1.12682503 -1

effective annual rate=0.12682503=12.68%

7 0
3 years ago
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