Answer:
The correct answer is option C and D.
Explanation:
A perfectly competitive firm has a large number of buyers and sellers. These sellers produce homogenous products. There is no restriction on entry and exit in the market. The firms are price takers.
The market for electricity is not a competitive market because there are few sellers in the market and there is difficulty in entry and exit because of the high cost involved.
Answer:
The answer is 7.37%
Explanation:
Solution
Given that
Bond per value = future value =$1000
The current price = $1,066.57
Time = 22 years * 2
=44 semi-annual periods
The year of maturity = 6.78%/2 = 3.39%
Thus
The coupon rate is computed by first calculating the amount of coupon payment.
So
By using a financial calculator, the coupon payment is calculated below:
FV= 1,000
PV= -1,066.57
n= 44
I/Y= 3.39
Now we press the PMT and CPT keys (function) to compute the payment (coupon)
What was obtained is 36.83 (value)
Thus
The annual coupon rate is: given as:
= $36.83*2/ $1,000
= $73.66/ $1,000
= 0.0737*1,00
=7.366% or 7.37%
Therefore 7.37% is the bond's coupon rate.
<span>Obviously, it will increase the supply line
because when the cost or the price of the production reduce/decrease the supply
line may increase. When the quantity of the product increase the prices of the
product decrease this is the analysis of supply increase.</span>
