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Find the number of ways so that letters of the word HISTORY can be arranged as there is no restriction - Mathematics and Statistics

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Question

Find the number of ways so that letters of the word HISTORY can be arranged as there is no restriction

Sum
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Solution

In the word 'HISTORY', the number of letters is n = 7.

Words in which there is no restriction:

When there is no restriction, the 7 letters of the word 'HISTORY' can be arranged amongst themselves in 7P7 ways.

Hence, the total number of words when there is no restriction = 7P7 = 7!

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Chapter 3: Permutations and Combination - Exercise 3.3 [Page 55]

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Balbharati Mathematics and Statistics 2 (Arts and Science) [English] Standard 11 Maharashtra State Board
Chapter 3 Permutations and Combination
Exercise 3.3 | Q 8. (c) | Page 55
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