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Substitute or complement for good

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Reference no: EM131395279

1. Best Buy offers a protection plan for new smartphones at $132. The absolutely most expensive iPhone you can buy right now is $700. Assume for a moment you are a very cautious but forgetful person: you would never, ever drop or damage your phone, but you might lose it. How likely must you be to lose your phone for $132 to be an actuarially fair price for mobile phone insurance? [Hint: you're solving for p, the probability of losing your phone. Not losing your phone, therefore, happens 1-p percent of the time.]

2. If your demand for some good x is X=0.3 I/Px

a) is X a normal or inferior good? Show me how you know.

b) is good Y a substitute or complement for good X? Again, show me how you know.

Reference no: EM131395279

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