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a) You toss a fair coin 2 times. What is the chance that you will get a sequence of 2 heads? b) You toss a
a) You toss a fair coin 2 times. What is the chance that you will get a sequence of 2 heads? b) You toss a fair coin 4 times. What is the chance that you will get that in each and every time the outcome is heads? c) You toss a fair coin 10 times. What is the chance that all the outcomes are heads? d) You toss a fair coin 21 times. What is the chance that all the outcomes will be heads? Compare it to the chance you found on part (a) of question 5. e) Small numbers are sometimes hard to make sense of. To put them into perspective, imagine how long it would take for you to list every element of this sample space. Suppose that it takes for you one minute to toss the coin 21 times and write the outcome down in a piece of paper. In other words, assume that it takes you one minute to write down each element of this sample space. You need to repeat this activity 221 times for you to have listed one sequence of heads and tails for each outcome in the sample space. Assume that you
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