What is the number of distinct permutations that can be formed from all the letters of the word california? in the supplied answer choices, ! denotes factorial.

The answer is "907,200".

Explanation:

In the word CALIFORNIA, there is a total of 10 letters in which letter A and Letter I is repeated 2 times. To solve this problem we use the multinomial principle.

The multinomial distribution model shows the results of n trials where the results of each study are prescriptive. It is also known as a distribution that makes the binomial distribution generalizable.

Ex:

answer; i believe that the above statement is (true);

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