Answer:
<u>PV = 2,464,749.47</u>
Explanation:
Perptuities = ammount/ (rate - growth)
175,000/(0.097-0.038) = $2,966,101.695
This value is two years from the present day.
Notice:<em> "it will be received two years from today"</em>
<em>So we need to adjusted to bring it to present</em>
<em>
</em>
<u>PV = 2,464,749.47</u>
Answer:
Raise the price.
Explanation:
An incremental cost is the difference in total costs as the result of a change in some activity. Incremental cost can said to be differential cost as they may be in-between two alternatives for a certain short-run.
Answer:
V(t) = $ 1.5 billion for 2007
V(t) = $1.5 billion, 295 million. For 2012
Doubling time = t = 177.69 yrs
Explanation:
a).
V(t) = 1.5e^(0.039t)
For the first year 2007, t= 0
V(t) = 1.5e^(0.039*0)
V(t). = 1.5e^0
V(t) =. 1.5*1 = 1.5
V(t) = $ 1.5 billion for 2007
For 2012 that is 5 years after,t= 5
V(t) = 1.5e^(0.0039*5)
V(t) = 1.5e^ (0.0195)
V(t) = 1.5(1.019691367)
V(t) = 1.5295
V(t) = $1.5 billion, 295 million.
b). Doubling time is when the value of the export is 1.5 *2 =$ 3 billion
3 = 1.5e^(0.0039t)
3/1.5= e^(0.0039t)
2 = e^0.0039t
In 2 = 0.0039t
0.693= 0.0039t
t = 177.69 yrs
For this case what you should do is to clear q in both equations with a price of p = 16 $
We have then:
For the demand
p = 48 - 2q
q = (48 - p) / 2
q = (48 - 16) / 2
q = 16
For the supply:
p = 12 + q
q = p-12
q = 16-12
q = 4
Answer:
if the town imposes a price ceiling of 16 dollars, and the quantity demand will be 16 while quantity supply will be 4.
