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Suppose I am deciding how many Bracelets(B) to have and they are freeand limitless in supply. Suppose my utility is happiness (H) is represented by

Suppose I am deciding how many Bracelets(B) to have and they are freeand limitless in supply. Suppose my "utility" is happiness (H) is represented by U= 20 + 5C, describe fully how marginal analysis can be used to determine the optimal decision. What's my intercept? Is this equation reasonable? How many Bracelets should I take until I am not longer receiving additional happiness?Be sure to draw a graph and provide a clear description of the marginal analysis technique as applied to your example.

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