Five students Ajay, shyam, rahul, ravi and rashid are getting bored of their regular studies they go to playground and sit in a straight line. Total no. Of arrangements if ravi and rahul sitting at extreme position is
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Given:
We have Five students Ajay, shyam, rahul, ravi and rashid.
To Find:
We need to find Total no. Of arrangements if ravi and rahul sitting at extreme position?
Step-by-step explanation:
- Since, it is given to us that we have five students Ajay, Shyam, Ravi, Rahul, Rashid.
- We need to make them sit in a straight line and find the total number of arrangements.
- We have fice place where students can sit and all these place are in a row. - - - - -
- Now it is given that at first place ravi sits and fifth place Rahul sits
- Hence, we just left with only three place 2nd,3rd and 4th And three students which can be seated in the following ways.
- For 2 nd we have three option which are Ajay, Shyam and Rashid.
- If one of them sits at 2nd position then for 3rd place we have two option
- For 4th place we will left with only one position.
- Hence, total number of ways are 321=6
Thus total number of arrangements are 6.
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