Answer:
$570
Explanation:
The computation of the interest deduction is shown below:
= Interest paid × number of months ÷ (total number of months in a year)
= $3,420 × 2 months ÷ 12 months
= $570
The interest which is deducted in year 0 under the cash method of accounting is $570
And, the two months is calculated from the November 1 to December 31
We simply apply the interest paid formula.
Answer:
Scarcity refers to the basic economic problem, the gap between limited that is, scarce resources and theoretically limitless wants. This situation requires people to make decisions about how to allocate resources efficiently, in order to satisfy basic needs and as many additional wants as possible.
HOPE THIS HELPED!!!!!!!!!!XDDDDD
Answer:
a. not able to be determined from the provided information.
Explanation:
For determining the over applied or under applied, first, we have to compute the predetermined rate based on the direct material cost which is
= $700,000 ÷ $1,000,000
= $0.70
Now the applied overhead is
= $0.70 × $1,200,000
= $840,000
And, the actual overhead amount is not given by which we can find out the underapplied or overapplied overhead amount
So, in this case, the correct option is a.
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%).
