Answer:
15600 , 13600
Explanation:
Annual Depreciation = [Cost of Asset - Salvage Value] / Expected use years
Year 1 Beginning : Cost = $82000 , Salvage Value = $4000, Years = 5
So, Annual Depreciation = [82000 - 4000] / 5
= 78000 / 5 = 15600
Year 4 Beginning : {3 Years gone, 2 years left}
Asset Value remaining = Cost - [(Annual Depreciation)(Years)]
= 82000 - [(15600)(3)]
= 82000 - 46800 = 35200
Dep. = [Cost - Scrap Value] / Years
= [35200 - 8000] / 2
= 27200/2 = 13600
Answer:
See below
Explanation:
With regards to the above, the predetermined overhead rate is computed below.
Predetermined overhead rate = Estimated factory overhead cost / Estimated direct labor hours
Given that;
Estimated factory overhead cost = $341,900
Estimated direct labor hours = 48,900
Therefore,
Predetermined overhead rate per direct labor hour
= $341,000 / 48,900
= $6.97 per direct labor hour
Answer:
False
Explanation:
EDLP is an abbreviation that stands for "every day low pricing". Under such a pricing strategy, the retailer opts to sell products on the day's lowest prices instead of formally fixing sales periods or announcing discounts.
It means setting fair prices and maintaining such prices over a long period of time. This is beneficial to the retailers in the sense that instead of focusing their marketing strategy on prices and discounts, they can effectively focus upon the product quality.
With respect to the customers, the benefit being, they do not have to keep track of products going on sales or wait for availability of discounts before making a purchase decision.
Walmart represents the best example of a company who has successfully employed this pricing strategy over a long period of time.
Explanation:
Since measuring the effective interest rate and effective interest rate of 4,6% multiplied per month, the effective rate was 4,6980 dollars annually, so she did not use the right option and preferred the lower rate because she was on a lower rate of return while she was a continual companion.
In this issue, the rate of interest has Adjusted and the interest rate paid for this monthly compound is higher than what the interest rate is offered. The rate of the continuous compounds is also higher than the rate of interest offered on the monthly compounding.
