Thursday, 18 December 2014

How to solve the problem of Permutation and Combination?

Understand Permutation and Combination with the help of a numerical. Click on the Link to Watch the VIDEO explanation: Watch Video


Numerical 
Let's see a problem on Permutation and Combination. 
In how many ways, the letter of the following words be permuted? 
(a) WORD (b) TEACH 
Solution: For the first word 
It has four letters. Began with the permuted therefore in four P four ways. Four P four is equal to four factorial i.e. equal to four into three into two into one i.e. equal to 24 ways. 
For the second word TEACH 
It has five letters. Began with thus permuted therefore in five P five ways. five P five is equal to five factorial i.e. equal to five into four into three into two into one i.e. equal to 120 ways.

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