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When Annette Famigletti hears that a baseball-loving friend is coming to visit, she purchases two premium-seating tickets for $45 per ticket for an evening game. As the date of the game approaches, Famigletti’s friend telephones and says that his trip has been cancelled. Fortunately for Famigletti, the tickets she holds are in high demand as there is chance that the leading Major League Baseball hitter will break the home run record during the game. Seeing an opportunity to earn a high return, Famigletti puts the tickets up for sale on an internet site. The auction closes at $150 per ticket. After paying a 10% commission to the site (on the amount of the sale) and paying $8 total in shipping costs, Familgletti’s holding period return is approximately:

A)
182%.
B)
191%.
C)
202%.



The holding period return is calculated as: (ending price ? beginning price +/- any cash flows) / beginning price. Here, the beginning and ending prices are given. The other cash flows consist of the commission of $30 (0.10 × 150 × 2 tickets) and the shipping cost of $8 (total for both tickets). Thus, her holding period return is: (2 × 150 ? 2 × 45 ? 30 ? 8) / (2 × 45) = 1.91, or approximately 191%.

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