Answer:
c. Discretionary
Explanation:
The discretionary policy is the policy that depends upon the judgement of the people who made the policy. It also deals in the decision making with respect to the monetary and fiscal policy
So here in the given situation, it is mentioned at the time of taking the action by the federal government with respect to change in the taxes and the spending in order to stimulate the economy
So this situation represents the discretionary policy
therefore the option c is correct
Explanation:
Classifying of each situation with the correct combination of change in price and quantity:
a. On a hot day, both demand for lemonade and supply of lemonade increase - Pp? Q increase
b. On a cold day, both demand for ice cream and the supply of ice cream decrease - Pp? Q decrease
c. When Hawaii's Mt. Kilauea erupts violently, the demand on the part of tourists for sightseeing flights increases but the supply of pilots willing to provide these dangerous flights decreases- P increase Qq?
d. In a hot area of Arizona where they generate a lot of their electricity with wind turbines, the demand for electricity falls on windy days as people switch off their air conditioners and enjoy the breeze. But at the same time, the amount of electricity supplied increases as the wind turbines spin faster - P decrease Qq?
Answer:
the current bond price is $1,147.20
Explanation:
The computation of the current bond price is shown below:
Given that
NPER = 10
RATE = 6%
PMT = $1,000 × 8% = $80
FV = $1,000
Here we assume the future value be $1,000
The formula is shown below:
= -PV(RATE,NPER,PMT,PV,TYPE)
After applying the above formula, the current bond price is $1,147.20
Not the place to be asking but at this point they are pretty well known.
Answer: $245
Explanation:
If the required return on the stock is 7 percent, the current share price would be calculated as:
= 6.60/1.07 + 17.60/1.07^2 + 22.60/1.07^3 + 4.40/1.07^4 + [(4.4 × 1.0525) / (7%-5.25%)] / 1.07^4
= $245.23
= $245 approximately
Therefore, the current share price will be $245