Answer:
$5.74
Explanation:
Q* = 2DS / H[1-(d/p)]
Q² = 2DS / H[1-(d/p)]
S = (Q²)(H)[1 - (d/p) / 2D
Setup cost S = (200^2)*(10)*(1 - (100/800)) / 2*30,500
Setup cost S = 40000*10*0.875 / 61000
Setup cost S = 350000 / 61000
Setup cost S = 5.737704918032787
Setup cost S = $5.74
C. Portobello, is a good example of a mushroom with a meat like texture.
Answer: $5,440
Explanation:
When using the percent of sales method to determine bad debts, the company estimates a percentage that it believes will results in uncollectible debt and then applies it to the sales/revenue figure. The figure that is calculated is then debited along with the debit balance on the Allowance for doubtful accounts to the Bad debts account for the year and credited to the Allowance for doubtful accounts.
This company estimates that they will have 0.6% of credit sales uncollectible.
There are also $790,000 in sales of which all are on credit.
The Uncollectible estimate is therefore,
= 790,000 * 0.6%
= $4,740
This figure is then added to the debit amount on the Allowance for Uncollectible Accounts.
= 4,470 + 700
= $5,440
Note; A debit balance on the Allowance for doubtful debt account signifies that the bad debts were higher than anticipated the last time. This is why the figure is added to the current bad debts expense.
The relationship between the straight-line and double-declining-balance method is that they D. Produce the same total depreciation over an asset's useful life.
<h3>How are the straight-line and double-declining-balance methods related?</h3>
While they do not produce the same depreciation every year, they will eventually depreciate an asset in the same way overtime.
What this means is that both methods will depreciate an asset by the same amount at the end of the asset's life. However, the depreciation amounts will vary by method on an annual basis.
In conclusion, option D is correct.
Find out more on depreciation methods at brainly.com/question/26948130.
<span>If several years ago, the Jakob company sold a $1,000 par value bond that now has 20 years to maturity and a 7.00% annual coupon that is paid semiannually, then the after-tax cost of debt of the firm will be 4.65%.</span>