<span>A firm might lose its sales revenue and market share if it is unable to respond rivals market strategy to acquire market share. In the given case most probably the firm lost its market share to its rival due to their exerted efforts in one or more. </span>
<span>Gross domestic product </span>occurs when the amount of of capital per worker increases. The answer is letter A
Answer:
a. 1.5 and 1.8
b. Montana
Explanation:
Below is the calculation for the current ratio:
a. Formula used, Current ratio = Current assets / Current liabilities
Current ratio of Kansas = 59000 / 40000 = 1.5
Current ratio of Montana = 78000 / 43000 = 1.8
b. The company that has a higher current ratio will have a greater likelihood to pay bills so Montana is the correct answer.
Answer: Option (c) is correct.
Explanation:
Given that,
Quantity demanded increases by = 30%
Price elasticity of demand = 2
Therefore,
Price elasticity of demand =
2 =
Percentage change in prices =
= 15%
Therefore, price of a particular good decreases by 15%.
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%).