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Byju's Answer
Standard XII
Mathematics
Permutation: n Different Things Taken r at a Time
How many diff...
Question
How many different words can be formed from the letters of the word GANESHPURI when:
The letter
P
and
I
respectively occupy the first and last places.
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Solution
GANESHPURI: No. of letters
=
10
vevels are AEUI i.e. 4 and consonants 6.
P
occupies
1
s
t
and
I
occupies the last place and so we have to arrange the remaining
8
letters which can be done in
8
! ways.
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How many different words can be formed from the letters of the word 'GANESHPURI'? In how many of these words:
(i) the letter G always occupies the first place?
(ii) the letters P and I respectively occupy first and last place?
(iii) the vowels are always together?
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