Originally posted by Weapon_R
I totally blanked out and can't find this anywhere:
"A consumer lives for two periods and receives an income of 20 in each period. The real rate of interest is R=10%. Write down her utility maximizing choices of first and second period consumption for each of the following utility functions:
a) U=C1^0.4 * C2^0.6
b) U=C1 + C2
c) U= min {c1, c2}
C1=period 1
C2=Period 2
Any help would be awesome
Hmm.
So the guy makes 20 a year for 2 years and what he doesn't consume is what he invests @ 10% right?
So for (a) it could be:
U= [(C1^0.4) * (C2^0.6)]+ {(20-C1)*0.10)}+{(40-C1-C2)*0.10}
U=[Formula for consumption]+{Year one interest}+{Year 2 Interest}
Solve for C1 and C2 to maximize U?
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