Answer:
$200,000
Explanation:
The computation of the net revenue is shown below:
= Cash sales gross - Returns and allowances + credit sales gross - discounts + beginning balance of account receivable - ending balance of account receivable
= $80,000 - $4,000 + $120,000 - $6,000 + $40,000 - $30,000
= $200,000
We simply first compute the net cash sales after considering the returns and allowances, and net credit sales after considering the discounts, and deduct the ending balance of account receivable
Answer:
- what amount should Dart report as total revenues?
B. $250,000
Explanation:
The option B is the answer because the others option are not part of revenues during the year to the single step income.
The recovery of accounts written off are not part of revenues, it's an adjustment to the allowance for uncollectible accounts.
Then, the Purchase discounts is not part of revenues either, this kind of discounts goes directly to the valuation of inventory and then to the cost of goods.
Answer:
6780$
Explanation:
We first find 11% of 2000 by the following equation
2000 x .11
From this we get the annual interest 226$
226$ x 30 = $6780
Answer:
3000
1500
Explanation:
For each of the answers in this question I have added the formulas to solve them in the attachment below
1.
(45-39)*5*100
= 3000
2.
(45-39)-3 x5 x100
= $1500
Answer:
$113,465
Explanation:
Calculation to determine difference in total dollars that will be paid to the lender under each loan
First step is to Calculate the difference in payments on a 30-year mortgage at an interest rate of .75% a month
$100,000 = PMT([1 / (0.0075)] − 1 / {(0.0075)[(1.0075)]^30 × 12})
PMT = $804.62
Second step is to Calculate the difference in payments on a 15-year mortgage at an interest rate of .7% a month
$100,000 = PMT([1 / (0.007)] − 1 / {(0.007 )[ 1.007)]^15 × 12})
PMT = $ 978.87
Now let determine the Total difference
Total difference = ($804.62 × 12 × 30) − ($978.87 × 12 × 15)
Total difference= $113,465
Therefore difference in total dollars that will be paid to the lender under each loan is $113,465
