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Now consider a different preference specification, which is a generalization of the logarithmic utility function U= (C1^1/1-) + *(C2^1/1) This is the so-called power utility

Now consider a different preference specification, which is a generalization of the logarithmic utility function U= (C1^1/1-) + *(C2^1/1) This is the so-called power utility function, and the parameter [0, ) is the coefficient of risk aversion (and captures the curvature of the utility function). Question 1.2 Consider a household that maximizes this power utility subject to the intertemporal budget constraint (C1 C2/1 R = W). Proceed exactly as in the case of logarithmic utility and derive the Euler equation that represents the relationship between consumption C1 and C2

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