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dalvyx [7]
3 years ago
14

Equipment was purchased for $17,000. Freight charges amounted to $700 and there was a cost of $2,000 for building a foundation a

nd installing the equipment. It is estimated that the equipment will have a $3,000 salvage value at the end of its 5-year useful life.
Depreciation expense each year using the straight-line method will be:



1. $3,940


2. $3,340


3. $2,800


4. $2,860
Business
1 answer:
ZanzabumX [31]3 years ago
4 0

Answer:

Depreciation expense= $3,340

Explanation:

According to International Accounting standards (IAS) 16 property plan and equipment (PPE), the cost of an asset is the purchase cost plus other costs of bringing it to the intended working conditions.

Cost = 17,000 + 700 + 2,000= 16700

Depreciation expense per year = Cost - salvage value /Number of year                                

Depreciation = (16,700 - 3000)/5 =3340

Depreciation expense= $3,340

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A review of the accounting records of Baird Manufacturing indicated that the company incurred the following payroll costs during
ankoles [38]

Answer:

a. $363,000

b. $827,200

Explanation:

The computations are shown below:

a. Payroll cost would be

=  Salary of the company president + Salary of the chief financial officer + Salary of the vice president of marketing +  Salaries of administrative secretaries + Commissions paid to sales staff

= $75,000 + $42,000 + $40,000 + $60,000 + $146,000

= $363,000

And, for computing payroll cost first we have to determine the total cost which is shown below:

= Salary of the vice president of manufacturing + Salaries of middle managers (department heads, production supervisors) in manufacturing plant + Wages of production workers + Salaries of engineers and other personnel responsible for maintaining production equipment

= $50,000 + $147,000 + $703,500 + $133,500

= $1,034,000

Now the cost of goods sold would be

= Total cost × sales units ÷ number of units produced

= $1,034,000 × 4,000 units ÷ 5,000

units

= $827,200

3 0
3 years ago
When marketing managers looks for a relationship between past sales and one or more independent variables, such as population, p
Volgvan

When marketing managers looks for a relationship between past sales and one or more independent variables, such as population, per capita income, or gross domestic product, they are engaging in regression analysis.

<u>Explanation:</u>

An effective mathematical formalism which enables one to analyze the interaction among two or more interest factors is understood as a regression analysis. While there are several forms of regression analysis, they all analyze the effect of one or more independent variables on a dependent variable at their source.

The linear association among two variables is defined using correlation. Regression is then used to match the best line and predict one variable based on another variable. Regression, then, represents the effect on the dependent variable of the unit shift in the independent variable.

5 0
3 years ago
These skills enable the managers to make use of human potential in the company and motivate the employees for better results. *
Romashka-Z-Leto [24]
Answer
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Explanation
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PLEASE HELP!!!
lilavasa [31]
The answer will be B. It increased
8 0
3 years ago
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the economy was in long-run equilibrium when aggregate demand increased. at this point in time, the expected inflation has start
artcher [175]

The eco-nomy was in long-run equilibrium when aggre-gate demand increased. At this point in time, the expec-ted inflation has start-ed to adjust to the new high-er actual inflation rate. Accor-ding to the (Friedman) natural rate the-ory, this means the unemploy-ment rate in the economy must curr-ently be <u><em>below the natu-ral rate</em></u>.

Milton Friedman defi-ned the natural rate of unemploy-ment as the level of unemployment that result-ed from real economic forces, the long-run level of whi-ch could not be altered by monet-ary policy. Accor-ding to the general equili-brium model of economics, natural unemploy-ment is equal to the level of unemploy-ment of a labor mark-et at perfect equilibrium.

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1 year ago
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