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it comes from. |
It's parallel to the new |
budget constraint. |
That is it's got the new |
marginal rate of |
transformation, the new slope, |
but it's tangent to the old |
indifference curve. |
That gets you to point B. And so |
the movement from A to B is |
the substitution effect. |
Then we have an income effect |
which is, in fact, utility |
isn't held constant when |
prices change. |
In fact, utility falls, because |
you're effectively poorer. |
You're effectively poorer. |
Utility is falling. |
And since you're effectively |
poorer, that further reduces |
demand if the good is normal. |
So if it's a normal good, if |
it's a good where lower income |
causes less consumption of |
it, the fact that you're |
effectively poorer further |
lowers the consumption from |
point B to point C. |
So the total price effect is the |
one we demonstrated at the |
beginning of the last lecture. |
We raised the price of movies |
from $8 to $12. |
And we saw the number |
of movies consumed |
fell from 6 to 4. |
But what we can see now to |
understand what's underneath |
that is two things, an effect of |
the fact that prices change |
holding utility constant, |
and the fact that you're |
effectively poorer. |
And that's the key thing. |
No, your income hasn't |
actually gone down. |
But that $96 your parents gave |
you can buy you less. |
Your opportunity set has |
been restricted. |
And that makes you effectively |
poorer. |
And so you buy less |
for that reason. |
And so you get the total |
movement from A to C. |
Now, as we emphasized last time, |
this will be the case if |
it's a normal good. |
So substitution effects |
are done. |
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