How many ways 4 letters can be selected from the word RANDHEER(A)2 Identical +2 distinct
How many ways 4 letters can be selected from
the word RANDHEER
(A)2 Identical +2 distinct
Manish kumar , 5 Years ago
Grade 12th pass
Magical Mathematics[Interesting Approach]> How many ways 4 letters can be selected f...
2 Answers
Rajat
Last Activity: 5 Years ago
There are 2 R's and 2 E's
So number of ways we can choose 2 identical letters = 2 (either pair of R and E)
Say we have chosen R pair
Thus we are left with A,N,D,H,E,E
1) Case 1: E is NOT chosen among the distinct letters. 4C2= 6
2) case 2: E is chosen among the distinct letters . 4C1= 4
So required number of ways= 2(6+4)= 20
Arun
Last Activity: 5 Years ago
Dear student
if only selection is to be made then ways to select 2 identical letter = 2C1
now 2 different letters can be selected in 5C2 = 10
hence total ways = 2 * 10 = 20
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