|
|
toys
|
P Q |
P Q |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
1998: (5)200 + (1)1000 + (1.65)100 =
2165
1999: (5.35)210 + (1.05)1200 + (1.8)105
= 2572.50
2000: (5.7)220 + (1.1)1250 + (2)(115) = 2859
1998: (5.7)200 + (1.1)1000 + (2)(100)
= 2440
1999: (5.7)210 + (1.1)1200 + (2)(105)
= 2727
2000: (5.7)220 + (1.1)1250 + (2)(115)
= 2859
nominal GDP growth = [(2572.5 - 2165)/2165]
x 100 = 18.82%
real GDP growth = [(2727-2440)/2440] x 100
= 17.17%
Real GDP only looks at changes in production, while nominal GDP looks at both changes in prices and production.
In both cases, there are enough jobs to
go around. In the case of structural unemployment, there is a mismatch
between the skills required for jobs and the skills possessed by job seekers.
In the case of frictional unemployment the skills match, it just takes
time and information for the job seekers to find the jobs. Structural
is more serious because it is more long-term than frictional unemployment
and it require retraining and/or relocation of job seekers, which is expensive.
There are two factors that cause the official
unemployment rate to understate the unemployment problem. First,
this rate does not count discourage workers, who have given up looking
for work but would likely take a job if offered to them. Second,
there are the underemployed who are employed, but not using all of their
skills, which has negatvie implications for the economy.
| Year | Price
of Gasoline
(per gallon) |
CPI (1992=100) |
| 1960 |
|
20.9 |
| 1970 |
|
27.9 |
| 1980 |
|
60.7 |
| 1990 |
|
94.3 |
| 2000 |
|
122.5 |
a) Using the table above, calculate the real price of gasoline per gallon in each year given.1960: (.27/20.9) x 100 = 1.29
1970: (.33/27.9) x 100 = 1.18
1980: (1.23/60.7) x 100 = 2.03
1990: (1.21/94.3) x 100 = 1.28
2000: (1.47/122.5) x 100 = 1.20b.) Consider a candy bar costing $.25 in 1970. Using column 3 in the table above, about how much would in cost in 2000?
(1) increase in CPI from 1970 to 2000: [(122.5 - 27.9)/27.9] x 100 = 339%
(2) apply the increase to the candy bar price: 3.39(.25) = .85
(3) add the increase to the original price: .25 + .85 = 1.09the candy bar would cost about $1.09