A = P (1 + I)^n
40000 = 5000 (1 + 0.07)^n
(1.07)^n = 40000/5000 = 8
ln(1.07)^n = ln8
nln1.07 = ln8
n = ln8/ln1.07 = 30.7...
The best answer is closest to (d) 30.6 years.
Answer:
B
Explanation:
Setting up realistic goals is key to saving money. Why would you want to save for a car when you are 12? You would rather save to get a new tablet or toy.
Realistic could also mean achievable why would you set a goal that has a low chance of you reaching such as becoming a millionaire and so on.
Answer:
a) he equilibrum quantity is 95 million pounds of butter and the equilbrum price is $1.20 per pound. At this level, both demand and supply is 95 million.
b) 0 or no surplus.
Explanation:
The question is in three parts
a) a. In the butter market, the monthly equilibrium quantity is million pounds and the equilibrium price is $ per pound
The equilibrum price and quantity refers to that point in sales where the quantity demanded = the quantity supplied.
Looking at the schedule, the equilibrum quantity is 95 million pounds of butter and the equilbrum price is $1.20 per pound. At this level, both demand and supply is 95 million.
b) What is the monthly surplus created in the wholesale butter market due to the price support (price floor) program?
First, what is the price floor fixed by the government = $1.00 per pound and at this rate, the demanded quantity is 101 million and the quantity supplied is 79 million pounds.
Hence, the monthly surplus = 79 million pounds - 101 million pounds = -22 million pounds
At this price, there is no surplus
Answer:
The correct answer is "$54000".
Explanation:
According to the question,
Annual depreciation rate will be:
= 
= 
(%)
hence,
The depreciation as per double decline will be:
= 
By putting the values, we get
= 
= 
($)
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%).
