Answer:
Gain= $14,500
Explanation:
<u>First, we need to calculate the book value of the equipment:</u>
Book value= purchase price - accumulated depreciation
Book value= 95,000 - 78,500
Book value= $16,500
<u>If the selling price is higher than the book value, the company made a profit by selling the equipment.</u>
Gain/loss= selling price - book value
Gain/loss= 31,000 - 16,500
Gain= $14,500
Answer:
Warranty Expense (Debit) $3,960
Warranty Liability (Credit) $3,960
Explanation:
The principle we apply while making entries for standard warranty is this:
The <u>estimated amount of warranty expense</u>, <em>which a company founds as a percentage of its sales from historical claims and data</em>, is taken as benchmark to accrue the warranty expense in the period when the sale is made <em>(matching principle) .</em>
<em />
In our question, 4.5% is the estimated warranty expense.
The company then sets off the estimated warranty expense (Debit)
(<em>4.5% * $88,000 = $3,960</em>)
with the warranty liability (Credit) to entertain any claims in future.
Answer:
Framing effects.
Explanation:
Framing effect in psychology is the cognitive bias whereby an individual makes decisions based more on the information presented than on one's own choice. In other words, when someone makes a decision that is influenced more by the effects of the information on others than on one's own opinions.
In the given scenario, Josh's decision to have tiramisu only when others are having dessert and not if he would be the only one having dessert is affected by the framing effect. This is because his decision is influenced by the way others behave rather than his desire to eat even his favorite dessert.
Thus, the correct answer is the framing effect.
I will first verify if I completed the benchmark.
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Answer:
The Total amount shown as an income from this investment $22,900
Explanation:
The computation fo the income from this investment is shown below:
Dividend received ($66,000 × 15%) $9,900
Increase in Fair value of Stock ($69,000 - $56,000) $13,000
The Total amount shown as an income from this investment $22,900
We simply added the dividend received and the increase in fair value so that the total amount could come