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![SOLVED: The tangency condition implies the Euler equation MU(ct) = (1 + rt) MU(ct+1). In class, we considered an infinite horizon consumer with preferences 3tu(ct) where u(ct) is positive but less than SOLVED: The tangency condition implies the Euler equation MU(ct) = (1 + rt) MU(ct+1). In class, we considered an infinite horizon consumer with preferences 3tu(ct) where u(ct) is positive but less than](https://cdn.numerade.com/ask_images/5e3d9ca123bb4a8d8bc96eb133b95eb7.jpg)
SOLVED: The tangency condition implies the Euler equation MU(ct) = (1 + rt) MU(ct+1). In class, we considered an infinite horizon consumer with preferences 3tu(ct) where u(ct) is positive but less than
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