If we flip a coin 10 times, how often do we get 6 or more heads? A first step to answering this…

If we flip a coin 10 times, how often do we get 6 or more heads? A first step to answering this question would be to simulate 10 flips. Use the random number table in Appendix A to simulate flipping a coin 10 times.

Let odd digits (1,3,5,7,9) represent heads, and let even digits (0,2,4,6,8) represent tails. Begin with the first digit in the third row.

Write the sequence of 10 random digits.

Write the sequence of 10 “heads” and “tails”. Write H for heads and T for tails.

How many heads did you get? Did you get 6 or more heads?

If you draw 1 card randomly from a standards deck of 52-card playing deck, what is the probability that it will be:

A heart?

A red card?

An ace?

A face card (jack, queen, king)?

A three?

Appendix A: Tables Table 1: Random Numbers Line 01 02 03 21033 17 516 264 27 45506 55185 32522 69328 40 650 44716 748 3 4 19305 90633 8 88389197703319 7 70 25 1 02 498 15 327 79149 81 17 2 8928148 13 4 19167 27336 2 1490 28409 71185 808 73 84413 30896 05

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