|
|
Time
Spent Building Furniture |
Time
Spent Preparing a Will |
Time
Saved Through Specialization |
|
Lawyer |
20
hours |
2
hours |
20-2=18
hours |
|
Carpenter |
5
hours |
10
hours |
10-5=5
hours |
Specialization
allows a country to produce more than what it needs and trade for other needs,
using its resources more efficiently and increasing living standards.
Example
2: Comparative Advantage
|
|
Hypothetical Output per Worker |
|
||
|
|
Paper |
Computers |
Of 1 ton of paper |
Of 1 computer |
|
|
12 tons |
12 computers |
1 computer |
1.0 ton of paper |
|
|
3 tons |
9 computers |
3 computers |
0.33 tons of paper |
Specialization:
Assume
|
|
Before Trade |
After Specialization |
||
|
|
Paper |
Computers |
Paper |
Computers |
|
|
60 t |
60 |
120 t |
0 |
|
|
30 t |
90 |
0 t |
180 |
Trade:
Terms
of trade dictate the degree to which countries benefits. The minimum terms of trade must allow each
country to have more product overall than before the specialization and trade.
At
1t paper = 1 computer,
|
|
After Specialization |
After Trade |
||
|
|
Paper |
Computers |
Paper |
Computers |
|
|
120 t |
0 |
60 t |
60 |
|
|
0 t |
120 |
60 t |
120 |
At
1t paper = 2 computers, trade 30t paper for 60 computers.
|
|
After Specialization |
After Trade |
||
|
|
Paper |
Computers |
Paper |
Computers |
|
|
120 t |
0 |
90 t |
60 |
|
|
0 t |
120 |
30 t |
120 |
But
both countries now have more total product.
Given
At 3t
paper = 8 computers, trade 33t paper for 88 computers.
|
|
After Specialization |
After Trade |
||
|
|
Paper |
Computers |
Paper |
Computers |
|
|
120 t |
0 |
90 t |
88 |
|
|
0 t |
120 |
33 t |
92 |