Chapter 1

Modeling Random Experiments

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Problem 1.1

A drawing pin is tossed.

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Problem 1.2

A coin is tossed twice.

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Problem 1.3

A die is rolled. What about two dice?

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Problem 1.4

A die and a coin are thrown simultaneously.

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Problem 1.5

A mug falls down from the table (luckily, an empty one).

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Problem 1.6

From a pack of 52 cards we draw 2.

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Problem 1.7

A pack of six numbered cards is shuffled and the numbers are revealed one by one.

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Problem 1.8

We play a series of chess games. The winner is the one who first scores three points, where one point is obtained for a single win and draws do not count.

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Problem 1.9

We keep throwing a coin until it lands heads up.

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Problem 1.10

The temperature outdoors is measured.

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Problem 1.11

How long shall we wait for a bus at a stop?

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Problem 1.12

How many days does a letter posted in Oxford take to reach London?

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Problem 1.13

What is the number of misprints on this page?

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Problem 1.14

How many road accidents happened today in your city?

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Problem 1.15

What time does your watch show now?

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