Hi, could you help me with this

Marie and Peter live in a two-person pure-exchange economy (risk=0).

Both have utility functions of the form: u(Co,C1) = alpha*ln(Co) + (1-alpha) *ln(C1)

Marie's preference parameter [Alpha] is 0.52 and her endowment is {32,68};

Peter's [Alpha] is 0.48 and his endowment is {68,36}.

a/ What is the growth rate of the economy?

b/ What is the equilibrium interest rate?

c/ What is the consumption optimum C?