A friend says "I flipped five heads in a row! The next one has to be tails!" Explain why this thinking is incorrect. Question content area bottom Part 1 Choose the correct answer below. A. For the outcome of the flip to be truly random, the friend should not be making any predictions. Holding expectations for results eliminates blindness and invalidates the experiment. B. With so many heads in a row, it is likely the coin is unfairly weighted toward heads. The next flip is actually more likely to be heads than tails. C. There is no law of averages for the short run. The first five flips do not affect the sixth flip. D. Five flips is not a large number of flips, so the law of large numbers does not apply