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MrMuchimi
3 years ago
12

Concepts for Analysis 24-3 (Essay) Presented below are three independent situations.

Business
1 answer:
Helga [31]3 years ago
6 0

Answer:1. Make provision for warranty claims.

2. Disclosure of contingent liability

3. No cost should be recorded.

Explanation:

Warranty is an assurance made by firms to make good any agreed loss that is incurred by the customers in usage of goods and services whiting the period of the warranty. Since an estimation can be made based on firms history of sales a provision has to be made for possible warranty.

Since it's only probably that a loss will be Incurred by the firm by going into the contract and the financial statement has not been issue the firm should made a contingent liability disclosure in the report.

The self insurance is not a contract with a third party, in this vein no cost will be accrued until the loss is actually suffered.

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4 years ago
1. Assume there are only two goods in the economy, french fries and onion rings. In 2013, 1,000,000 servings of french fries wer
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Answer:

A. Nominal GDP in 2013  = $880,000

Nominal GDP in 2014 = $878,400

Real GDP in 2014 =  $864,000

B. An assessment of growth using nominal GDP would overstate growth due to the effect of inflation on 2014 prices. The real GDP was lower than the nominal GDP

Explanation:

Gross domestic product is the total sum of final goods and services produced in an economy within a given period which is usually a year

GDP calculated using the expenditure approach = Consumption spending by households + Investment spending by businesses + Government spending + Net export

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Nominal GDP in 2013 = ( 1,000,000 x $0.40 ) + ( 800,000 x $0.60) = $880,000

Nominal GDP in 2014 = ( $0.50 x 900,000 ) + ($0.51 x 840,000) = $878,400

Real GDP in 2014 =  ( $0.40 x 900,000 ) + ($0.60 x 840,000) = $864,000

An assessment of growth using nominal GDP would overstate growth due to the effect of inflation on 2014 prices. The real GDP was lower than the nominal GDP

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3 years ago
The owner of a car wash wants to see if the arrival rate of cars follows a Poisson distribution. In order to test the assumption
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Answer:

4.832

Explanation:

See attached file

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