A pair of dice has six sides. How many possibilities are there to throw six faces?

Dice has six sides. Theoretically, there are 6*6=36 kinds of throwing two dice at a time.

6 1 6 2 6 3 6 4 6 5 6 6 But the two dice are the same, so it can be seen from the above figures that there are actually only 2 1 different results.

Events that may or may not occur under the same conditions. For example, it is a random event to randomly select one from a batch of goods with genuine products and defective products, and "what is extracted is genuine products".

Suppose a random phenomenon is tested and observed n times, in which event A appears m times, that is, its frequency is m/n. After a lot of repeated experiments, m/n is often closer to a constant (see Bernoulli's law of large numbers for details).

Extended data:

If the test meets two requirements:

(1) The experiment has only a limited number of basic results;

(2) The possibility of each basic result of the test is the same.

Such an experiment is a classic experiment.

For event A in the classical experiment, its probability is defined as: P(A)= 1

Where n represents the total number of all possible basic results in the test. M represents the number of basic test results contained in event A. This method of defining probability is called the classical definition of probability.

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