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There are peer effects, but they differ for the two individuals, u_{1} = x_{1} - x_{1} ^ 2 + beta_{1}*x_{1}*x_{2} with B_{1} = 1 U_{2}

There are peer effects, but they differ for the two individuals, u_{1} = x_{1} - x_{1} ^ 2 + beta_{1}*x_{1}*x_{2} with B_{1} = 1 U_{2} = O - x_{2} ^ 2 + beta_{2}*x_{1}*x_{2} with B_{2} = 0

 

1) Find (x*x*) utility, maximizing consumption choices.

2) How do peer effects influence the two individuals? Explain using the best responses.


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