Multiple Choice please and thank you!
The velocity of money can be calculated from the quantity equation with:
a. |
PtYt Mt . |
|
b. |
PtYt . |
|
c. |
Mt . |
|
d. |
PtYt /Mt . |
|
e. |
Mt /Pt Yt . |
Using the quantity equation, if Mt = $1,000, Pt= 1.1, and Yt = 100,000, then the velocity of money is:
a. |
9.09. |
|
b. |
100,000. |
|
c. |
0.09. |
|
d. |
0.11. |
|
e. |
110. |
According to the classical dichotomy, in the long run there is:
a. |
zero inflation. |
|
b. |
complete separation of the nominal and real sides of the economy. |
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c. |
no growth after the economy reaches the steady state. |
|
d. |
perfect connectivity between the nominal and real sides of the economy. |
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e. |
accelerating economic growth. |
Which of the following has NO effect on long-run economic growth?
a. |
money |
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b. |
population |
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c. |
productivity |
|
d. |
institutions |
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e. |
investment |
1. C
PtYt/Mt
To calculate the velocity of money we divide the nominal value of output by the quantity of money. P is the price level and y id the quantity of output and M is the quantiy of money.
2. E
the velocity of money = PtYt/Mt
here , Pt=1.1 Y=1,00,00 and M =1000
PtYt/Mt
=1.1*1,00,000/1000=110
3. B
the nominal economy is completely seperate from the rel economy.
4. E
according to the solow growth theory , savings and investment has no effect on economic growth in the long run.
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