Now Dagwood goes to the doctor and finds out that he is not as healthy as he thought ( Show more d) (5 points) Now Dagwood goes to the doctor and finds out that he is not as healthy as he thought (too many eating binges!).
Now Dagwood goes to the doctor and finds out that he is not as healthy as he thought ( Show more d) (5 points) Now Dagwood goes to the doctor and finds out that he is not as healthy as he thought (too many eating binges!).
The doctor tells him that he is fine now but next period he is likely to be ill and that if you had anything in life that you really wanted to do (as in leisure) you should do it now. As a result Dagwoods preferences change so that he prefers to consume like our friend Homer that is Dagwood prefers to consume twice as much today relative to next period. Resolve for Dagwoods optimal consumption bundle given these new preferences and label as point C*C (this is of course after the Fed raised rates to 5%). C* = [(1 + r)(y + a) + y f + a f ] / (3 + 2r) C* = [(1 + (.05))(600 + 0) + 300 + 0] / (3 + 2(.05)) c f = 300 c = 600 That is the answer to the question but i dont understand how to solve for cf and c . If someone can please clarify the process for me Show less
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