Answer: There will be a surplus at the increased price.
Explanation: Acc. to the law of demand as the price of a good rises the quantity demanded for the good will fall. This is represented by a movement up along the demand curve.
Acc. to the law of supply as price of a good rises the sellers will supply more units of the good. This is represented by a movement up along the supply curve.
At the increased price, there will be a surplus in the market given by Q's - Q'd.
Eventually, the surplus will lead to a fall in the price of pants till demand for the good is equal to its supply.
Answer:
$2,700
Explanation:
Calculation for what should this professor be willing to pay in rent per month
First step is to calculate the Transportation cost per week
Transportation cost = ($25*4 hrs)* 3 per week
Transportation cost =$100*3 per week
Transportation cost= 300 a week
Now let calculate the rent per month
Rent per month= $1500 + ($300*4)
Rent per month=$1,500+$1,200
Rent per month= $2,700
Therefore what should this professor be willing to pay in rent per month to live near campus if her hourly wage rate is $25 will be $2,700
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Answer:
c. 7%
Explanation:
According to the given scenario, the computation of the annual stated interest rate on the bonds is shown below:-
Sated interest Rate = Cash interest ÷ Face Value of the bond × 2
= $7,000÷ $200,000 × 2
= 7%
Therefore for computing the annual stated interest rate on the bonds we simply applied the above formula. hence the correct option is c
Answer:
$77.34
Explanation:
The computation of the current stock price is shown below:
But before that following calculations need to be done
EPS for year 2 = Dividend at year 2 ÷ Payout Ratio
= $1.96 ÷ 0.40
= $4.90
Now the price at year 2 is
Price at year 2 ÷ EPS at year 2 = PE ratio
Price at year 2 ÷ $4.90 = 18.95
Price at year 2 = $92.855
Now finally the current stock price is
= Dividend at year 1 ÷ (1 + rate of interest) + Dividend at year 2 ÷ (1 + rate of interest)^2 + Price at year 2 ÷ (1 + rate of interest)^2
= $1.81 ÷ 1.119 + $1.96 ÷ 1.119^2 + $92.855 ÷ 1.119^2
= $77.34