Answer:
The correct answer is c) $72,000
Explanation:
(Using the percentage of net sales method)
- Uncollectible accounts expense for the year is estimated to be $54,000
- If the balance of the Allowance for Uncollectible Accounts is an $18,000 credit before adjustment.
$54,000 + $18,000= $72,000
The balance after adjustment is $72,000
After one year you will be able to get 305 extra dollars then what you have put in hope this helps you
Complete question:
Bradley currently has a Visa card from his bank with the following terms: 21 percent on purchases, 25 percent on cash advances with a 3 percent cash advance fee on the amount, and a default or penalty rate of 33 percent. His current statement shows a balance of $9,000. Lately, he has been having a hard time paying more than the minimum payment of 3 percent of his balance.
What is Bradley's minimum payment?
A) $158
B) $189
C) $270
D) $1,890
Answer:
Bradley's minimum payment is (C) $270.
<h3>What is the percentage?</h3>
- A percentage is a fraction of a whole expressed as a number between 0 and 100.
- Nothing is zero percent, everything is 100 percent, half of everything is fifty percent, and nothing is zero percent.
- To calculate a percentage, divide the share of the total by the total and multiply by 100.
<h3>Solution -</h3>
Given - 21 percent on purchases, 25 percent on cash advances with a 3 percent cash advance fee on the amount, and a default or penalty rate of 33 percent. His current statement shows a balance of $9,000. Her minimum payment is 3 percent of the balance.
So, to find the minimum payment find 3% of $9000.
3% of $9,000 = $270.
Therefore, Bradley's minimum payment is (C) $270.
Know more about percentages here:
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Answer:
The answer is:
10% fixed rate = Company X's external borrowing (rate);
11.8% fixed rate = Company Y's payment to X (rate);
LIBOR + 1.5% = Company X's payment to Y (rate);
LIBOR + 1.5% = Company Y's external borrowing rate.
Explanation:
First, X will borrow at 10% fixed and Y will borrow at LIBOR + 1.5% floating; both at notational principal of $10 million.
Then; they will enter into a interest swap where:
- X will pay to the swap the interest rate of Libor +1.5% and receive from the swap the fixed interest rate of 11.8%. Thus, X interest income and interest expenses will be: Borrowed at fixed 10% and payment at Libor+1.5% to the swap; Receipt of 11.8% from the Swap=> Net effect: X borrowed at LIBOR - 0.3% ( saving of 0.3%).
- Y will pay to the swap the fixed interest rate 11.8% and receive from the swap LIBOR +1.5%. Thus, Y interest income and interest expenses will be: Borrowed at LIBOR +1.5 and payment 11.8% fixed to the swap; Receipt of Libor + 1.5% from Bthe Swap=> Net effect: Y borrowed at 11.8% fixed ( saving of 0.2%).
