Answer:
The answer is: $4,522
Explanation:
Since Stanford doesn't operate in the restaurant business and doesn't buy the restaurant, he cannot deduct any amount for investigation costs relating to the restaurant.
Stanford doesn't operate in the bakery business but he bought the bakery, so he can deduct up to $5,000 (before amortization) for investigation costs related to the bakery. But those $5,000 are reduced by every dollar he spent over $50,000, so he can only deduct $4,000 [= $5,000 - ($51,000 - $50,000)].
The remaining $47,000 (= $51,000 - $4,000) can be amortized over 180 months, which equals $261 per month (= $47,000 / 180 months).
Since he bought the restaurant in November, he can deduct two months: $261 per month x 2 months = $522
So his total deduction for investigation expenses is = $4,000 + $522 = $4,522
Explanation:
The adjusting entry is as follows
Insurance expense A/c Dr $4,800
To Prepaid insurance A/c $4,800
(Being the insurance expense is recorded)
The computation is shown below:
= Beginning balance + debited amount - unexpired insurance amount
= $6,600 + $2,300 - $4,100
= $4,800
So while preparing the adjusting entry, we debited the insurance expense account and credited the prepaid insurance account
Answer:
The correct answer is option A.
Explanation:
Income tax is a tax imposed by the government on the income earned by the individuals. This income can be from capital and labor. It creates a deadweight loss in the market for labor and capital.
Deadweight loss is the loss to economic efficiency and production caused by a tax. The imposition of a tax creates a tax wedge, this tax wedge leads to a deadweight loss. Deadweight loss due to income tax is the loss of purchasing power or reductions standard of living due to tax.
The inefficiency or tax burden depends upon the elasticities of demand and supply. Whoever has the least elasticity will share most of the tax burden.
Answer:
d. Decrease by 0.045 minutes
Explanation:
<u>First Case</u>
Time per unit for 250 batch size = (30 / 250) + 5 minutes
Time per unit for 250 batch size = 5.12 minutes
<u>Second case</u>
Time per unit for 250 batch size = (30 / 400) + 5 minutes
Time per unit for 250 batch size = 5.075 minutes
The decrease in manufacturing time = Old-time - New time = 5.12 - 5.075 = 0.045 minutes
. So, it Decrease by 0.045 minutes
Answer:
J.S. Bach used some dynamic terms, including forte, piano, più piano, and pianissimo (although written out as full words), and in some cases it may be that ppp was considered to mean pianissimo in this period.
