On June 1, you win $1 million in a lottery and imme- diately acquire numerous "friends," one of whom offers you the deal of a lifetime. In return for the milion, she'll pay you a cent today, two cents tomorrow, four cents the next day, eight cents the next, and so on, stopping with the last payment on June 21.
On June 1, you win $1 million in a lottery and imme- diately acquire numerous "friends," one of whom offers you the deal of a lifetime. In return for the milion, she'll pay you a cent today, two cents tomorrow, four cents the next day, eight cents the next, and so on, stopping with the last payment on June 21.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:43. On June 1, you win $1 million in a lottery and imme-
diately acquire numerous "friends," one of whom offers
you the deal of a lifetime. In return for the million, she'll
pay you a cent today, two cents tomorrow, four cents the
next day, eight cents the next, and so on, stopping with
the last payment on June 21.
(a) Assuming you take this deal, how much money will
you receive on June 21?
(b) Should you take the deal? Explain.
(c) Would you take the deal if payments continued for
the entire month of June?
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