Urgent help:
Consider the two-period problem of the representative consumer and assume the
consumer has current-period income y = 150, future income y' = 180, current and
future taxes t = 40 and t' = 48, respectively, and faces a market real interest rate of
r = 0:2 (or 20% per period). The consumers preferences over c and c' are represented
by the following utility function:
U(c, c') = min {c, c'}
a) Show the consumer’s lifetime budget constraint and indi¤erence curves in a
diagram.
How would i construct the indifference curve from this information? Can i just draw any indifference curve and then work out the point of tangency (optimal bundle)?
THANK YOU!
++REP!