The effective annual rate is 8.33%.
we can calculate the effective nominal annual rate by using this formula;
r = e∧i - 1
e is the constant = 2.718
i = compounded annual nominal rate = 8% = 0.08
r = 2.718∧ (0.08) - 1
= 1.0833 - 1
= 0.0833 = 0.0833 x 100 = 8.33%
<u>Answer:</u>
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Answer:
C. DEBIT TO SALES RETURNS
D. CREDIT TO ACCOUNTS RECEIVABLE
Explanation:
The journal entry to record the May 15 transaction is shown below:
Sales return and allowance A/c Dr $40,000
To Accounts receivable $40,000
(Being sales return is recorded)
For recording the given transaction we debited the sales return and credited the account receivable. Both are recorded for $40,000
Answer:
Net operating income will be $ 19630 ( greater ¢ ) if the ( underapplied ¢ J overhead is allocated among work in process, finished goods, and cost of goods sold rather than closed directly to cost of goods sold.
Explanation:
(Round your intermediate calculations and percentage values to 2 decimal places and final answers to the nearest dollar amount. Input the amount as positive value. Omit the "$" sign in your response.)
Answer:
<u>$26000</u>
Explanation:
from the question;
check per day; 20000
delay: 3 days
checks to pay suppliers; 17000
clearing time 2 days
<u>we first calculate collection flaot:</u>
collection flaot = average amount of check x outstanding days
= 20000 x 3
= 60000
now we have to calculate <u>disbursements float:</u>
average amount of check x days to clear
= 17000 x 2
= 34000
with these two values we can get the net float
= collection flaot - disbursements float
= 60000 - 34000
= <u>$26000</u>
