# (Optional, requires appendix) Return to Exercise S14. Assume, reasonably, that the probability of a.

Assume, reasonably, that the probability of a lemon’s breaking down increases
over the length of the road trip. Specifically, let q 5 m(m 1 500),
where m is the number of miles in the round trip.

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(Optional, requires appendix) Return to Exercise S14. Assume, reasonably, that the probability of a.
For as low as \$7/Page

(a) Find the minimum integer number of miles, m,
necessary to avoid the collapse of the market for oranges. That is, what is the
smallest m such that the seller of an orange is willing to sell her car at the
market price for a Citrus that has successfully completed the road trip?

(b) What is the minimum integer number of miles, m,
necessary to achieve complete separation between functioning markets for
oranges and lemons? That is, what is the smallest m such that the owner of a
lemon will never decide to attempt the road trip?