Answer:
Using the units-of-production method, the amount of depreciation expense would the company report in the income statement prepared for the year-ended October 31, 2018 = $ 228899
Explanation:
Given
Acquisition Cost of Equipment = $ 517,000+ $ 16700= $ 533,700
Total units of production= 29,700 hours
Residual Value = $ 6700
Units of Production= 12,900 hours
Formula:
Depreciation per unit= (Cost -Salvage value) / Total units of production* Units of Production
Depreciation per unit= ($ 533,700 - 6700/ 29700)*12900
Depreciation per unit=($ 52,7000 / 29700)*12900
Depreciation per unit=( 17.744)*12900
Depreciation per unit= 228898.98= $ 228899
As units of production are given we do not need to calculate it for half year. The depreciation is calculated for units of production.
I think it is d for this question
Answer:
It will take 16.09 years.
Explanation:
Giving the following information:
Future value= $20,000
Present value= $5,000
Interest rate= 9%
<u>To calculate the number of years required to reach the objective, we need to use the following formula:</u>
n= ln(FV/PV) / ln(1+i)
n= ln(20,000 / 5,000) / ln(1.09)
n= 16.09
It will take 16.09 years.
Answer: Option (d) is correct.
Explanation:
Correct option: For the 10th worker, the marginal revenue product is $120 per day.
If she hires 9 workers then the store can sell 200 pounds of produce per day
If she hires 10 workers then the store can sell 230 pounds of produce per day
Extra units produce from hiring 10th worker = 230 - 200 = 30 pounds of produce per day
Store earns = $4 for each pound
Therefore, the marginal revenue product for the 10th worker = selling price of each pound × Extra units produce from hiring 10th worker
= $4 × 30
=$120
The answer is 5 hope I helped u
