Q. Here is the question I need help on: Suppose that in New Crankshaft, Pennsylvania, the quality distribution of the 4, 000 used cars on the market is such that the number of used cars of value less than V is V/2. Original owners must sell their used cars. Original owners know what their cars are worth, but buyers can't determine a cars quality until they buy it. An owner can both take his car to an appraiser and pay the appraiser $100 to appraise the car (accurately and credibly) or sell the car unapprised. In equilibrium, car owners will have their cars appraised if and only if the cars value is at least?