Answer:
$7,326
Explanation:
Double Decline Balance = 2 x SLDP x SLDBV
where,
SLDP = Straight Line Depreciation Percentage
= 100 ÷ useful life
= 100 ÷ 20
= 5 %
and
SLDBV = Straight Line Percentage Book Value
Year 1
Double Decline Balance = 2 x 5% x $81,400
= $8,140
Year 2
Double Decline Balance = 2 x 5% x ($81,400 - $8,140)
= $7,326
Therefore
The machine's second-year depreciation using the double-declining balance method is $7,326.
The minimum sales required by Jennifer to meet her savings goal must be $26.25 per hour or $2100 for September.
Given that,
Savings desired = $1500
Monthly expenses = $600
Let money earned by her every hour be 
No. of scheduled work hours 
So,
Total money earned for the month ×
As we know,
Money left = Total money earned - expenses
- 
...(i)
A.T.Q.
Money left must be = $1500
Then, by putting the variables in equation (i), we get
Now, solving for
_______________
∵ 
Thus, the required sales are $ 
per hour or ( × = $2100) for the month of September.
Learn more about 'savings' here:
brainly.com/question/18051939
Answer:
because he was not a big boss voting in his own version and was just about the same questions that he was doing in his first place to help him out
<span>A branding strategy in which a firm uses a different brand for each of its products is called individual branding. With the use of this strategy, products from the same company are given a unique identity and name. This is especially useful when companies offer a wide range of products that cater different price markets. </span>
Answer: $19000
Explanation:
From the question, we are informed that Vaughn Manufacturing's allowance for uncollectible accounts was $190000 at the end of 2020 and $178000 at the end of 2019 and that for the year ended December 31, 2020, Vaughn reported bad debt expense of $31000 in its income statement.
The amount that Vaughn debited to the appropriate account in 2020 to write off actual bad debts will be:
= $31000 - ($190000 - $178000)
= $31000 - $12000
= $19000
