Answer: $3000
Explanation: Allowance for doubtful accounts is the contra account to accounts receiveable when all the bad debts need to be accounted for. The bad debts reduces the accounts receivable line but all bad debts are actually deducted from the allowance for doubtful accounts.
The allowance for doubtful accounts for that year is calculated as 5% of the accounts receivable balance. This amounts to $8000 (160000 x 5%) before bad debts have been accounted for. Allowance for doubtful accounts moves in the opposite direction as accounts receivable because it is a contra account to this line item. At the end of the year before year end closing entries are done, and after the bad debts have been accounted for, the balance on the allowance for doubtful accounts is $5000.
This means that bad debts for that year is:
8000 (balance before bad debts have been accounted for)
- 5000 (balance after bad debts have been accounted for)
= $3000.
His unemployment is best classified as Structural.
<span>Answer- The fifteenth of the month. This question doesn't require a lot of thinking. In other words it is a straightforward question. The subscription for each full month is actually $30. This means the subscriptions for each day is about $1. Since the first subscription was $45, the service started on 15th of the moth ($45-$30).</span>
Answer:
The correct answer is option d.
Explanation:
The most effective model to understand the effect of change of a variable on other variable is by assuming other factors to be constant. This simplifies the model and helps in easily understanding the relationship between the two variables.
Though the assumption of other things being constant does not apply in the real world, it is still used as otherwise change in other factors would complicate the model. If several factors change it would be difficult to understand the relationship between variables.
Here, to study the effect of change in the price of grapes on the market for wine, it is necessary to assume other factors such as income, consumer preferences, etc to be constant.
Answer:
EMI=P*r * (1+r)^n/(1+r)^n-1
Where EMI= equal monthly installments
P=Principal amount
r=rate of interest
n=numer of periods
Explanation:
P=$184,500
r=4.65%/12=.3875%
n=30*12=360
EMI=$184,500*.3875%*(1+.3875%)^360/((1+.3875%)^360-1)
EMI=$951
Interest in first monthly installment=$715
Principal Amount in first monthly installment=$236
