Adelphi Company purchased a machine on January 1, 2017, for $70,000. The machine was estimated to have a service life of ten yea
rs with an estimated residual value of $5,000. Adelphi sold the machine on January 1, 2021 for $23,000. Adelphi uses the double declining method for depreciation. Using this information, how much is the gain or (loss) for the equipment sale entry made on January 1, 2021. Enter a loss as a negative number.
1 answer:
Answer:
Loss on Sale of Non-Current Asset is -$5,672.
Explanation:
The key points to remember here are:
- We compare Carrying Value (Cost - Accumulated Depreciation) with Selling Price to calculate gain/loss.
- Adelphi Company has used the machine for 4 years. So, deduct the depreciation of 4 years from the Cost of Machine.
- Double-Declining Rate is calculated as (1/10)*(2) = 20%. Multiply this rate with the Carrying value of each year to get the depreciation figure for next year.
I've attached a screenshot of my workings, I hope it will help you better understand the scenario. Thanks!
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Answer:
12.6%
Explanation:
Using the Capital Market Pricing Model (CAPM) to compute the expected rate of return on Dee's Fashion stock.
Expected rate of return =
Where R(f) = risk free rate of return, or market return less risk premium = 12.6% - 8.7% = 3.9%
= the risk of the stock relative to the market risk. In this case, beta = 1, since the company is equally as risky as the market (as noted in the question)
R(m) = return of the stock market = 12.6%
Therefore, the expected rate of return on the stock
= 3.9% + 1 * (12.6% - 3.9%)
= 3.9% + 8.7%
= 12.6%.
The return is the same as the stock market return because the stock is equally as risky as the market.