text stringlengths 0 205 |
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elasticity. |
But, certainly, the initial |
hours are much bigger from men |
than for women. |
So what does this mean in terms |
of the labor supply |
curves you would see for married |
men and married women |
40 years ago? |
Based on these facts, what |
would you think? |
Yeah? |
AUDIENCE: They would have |
opposite slopes. |
PROFESSOR: Yeah. |
So, in particular, the female |
labor supply curve |
would look like what? |
It would slope up or down? |
AUDIENCE: It would slope up. |
PROFESSOR: It would slope up. |
You'd have an upward sloping |
curve, because you'd have |
these big substitution effects |
and small income effects. |
So it would look much more |
like Figure 7-4. |
You'd have the big substitution |
effect when the |
wage goes up and a small |
offsetting income effect. |
Think about the woman who |
is not working at all. |
She's now working at |
all at $8 an hour. |
You raise her wage |
to $12 an hour. |
She's like, hey, I wasn't |
working at all. |
So there's no income effect. |
But now I'm going to go to |
work and make some money. |
So it's upward sloping. |
But for men, it's going to look |
more potentially like |
Figure 7-5. |
There's a small substitution |
effect but a potentially big |
income effect or bigger |
than women. |
Now, how big it is, |
that's not clear. |
Because, once again, men |
have nothing to do |
if they don't work. |
So it could be this ends up |
being bigger and smaller. |
It's not clear how big |
this ends up being. |
But it's at least possible that |
you could have men having |
a backward-bending or downward |
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