Malcolm has been watching a roulette-style game at a local charity bazaar. The game has only ten numbers on the wheel, and every number except 8 has come up as a winner during the last 15 minutes. Malcolm decides to bet $10 on number 8, because it eventually has to come up. In this case, Malcolm is showing evidence of ________.a. the availability heuristic.
b. the gambler's fallacy.
c. the base rate fallacy.
d. the conjunction fallacy.