Answer:
8.60%
Explanation:
We use the MM proposition II with taxes

ra 0.125
D 5000
E 9600 (14,600 assets = 5,000 liab + equity)
rd ??
taxes 0.34
re 0.1384
We set p the formula and solve:





rd = 0.860181818 = 8.60%
Answer:
3. indicates the quantity demanded at each price in a series of prices.
Explanation:
The demand for a product can be described as the quantity that buyers are willing and able to buys at a given price or different prices. As per the law of demand, an indirect relationship exists between the price and demand for a product. This relationship can be expressed in a graph format known as a demand curve or as a table format known as the demand schedule.
A demand curve is downward sloping. It demonstrates how demand varies at different prices. A change in price cause movement along the demand curve. Low price results in high demand, while high prices result in low demand.
Answer:
C. the portion of its marginal cost curve that lies above its average variable cost curve.
Explanation:
It follows the short-run supply curve of the firm is portion of its marginal cost curve which is above the average variable cost curve.
Answer:
The correct answer is option C.
Explanation:
An increase in the interest makes it more expensive to borrow money. In other words, the cost of borrowing increases. This will cause investment expenditure on machinery, equipment, and factories to decline.
Increased interest rate also increases the opportunity cost of holding money. The consumers will get more return from saving. This will reduce, the consumer spending on durable goods.
The increased interest rate will attract foreign capital inflows. The increase in demand for currency will increase its value. This will reduce exports and increase imports. As a result, net exports will decline.
Answer:
Choice 1 is more profitable.
Explanation:
Giving the following information:
Choice 1:
You receive $100 starting today once a year every year for the rest of eternity.
Choice 2:
You receive $200 today and then $50 once a year starting next year for all of eternity.
<u>I will assume an interest rate of 8%</u>
The first option and second option are a perpetual annuity. To calculate the present value, we need to use the following formula:
Choice 1:
PV= Cf/i
Cf= 100
i=0.08
PV= 100/0.08= $1,250
Choice 2:
PV= 50 + 50/0.08= $825
Choice 1 is more profitable.