Answer:
a. Acct. receivable % uncollectible Est. uncollectible
1-30 days old $63,000 3% $1,890
31-90 days old $12,000 14% $1,680
> 90 days old $5,000 37% <u>$1,850</u>
Total <u>$5,420</u>
b. Date General journal Debit Credit
Dec 31 Bad debts expenses $5,150
Allowance for doubtful accounts $5,150
($5,420 - $270)
This shorter payback period is positive and beneficial to the consumer, as it allows for harmony with amortization expenses.
We can arrive at this answer because:
- A short payback period is beneficial because of its relationship to amortization, as long-term debt allows this amortization to take place.
- These amortization expenses allow the cost of long-term assets to be represented in the payment.
- However, when the short-term payback period allows for amortization, causing the asset's value to be reduced by the amount that will be paid by the consumer.
In this case, we can state that in cases like the one shown in the question above, the short payback period is very beneficial and interesting to the consumer, as it can promote economic benefits.
More information:
brainly.com/question/23160357?referrer=searchResults
Answer:
Make a list of potential jobs and research them
Explanation:
Answer: Data Mining
Explanation: Mara Kay tasked with identifying previously unknown relationships in the company's sales data. This is an indication that Mara Kay will be working with pre-existing company data.
Data Mining can therefore be defined as the examination of large pre-existing databases in order to discover/identify patterns that will be useful in generating new information.
Data Mining is also known as Knowledge Discovery in Databases.
Data Mining will not be complete if the results of the analysis are not used for future purposes, therefore, Mara Kay will use the results of her findings for future promotions.
Answer:
a) 39.304%
b) 67.91%
c) 14.17%
Explanation:
a. Given"
Offer terms = 1.8/10
Now,
The Effective annual interest rate is given as:
= 
on substituting the respective values, we get
= 
= 0.39304
or
= 39.304%
similarly,
b. for 2.8/10 net 30
Effective annual interest rate = 
= 0.6791
or
= 67.91%
c. for 1.8/10 net 60
Effective annual interest rate = 
= 0.1417
or
= 14.17%