Number of ways in which METEORITE can be arranged so that all consonants be together
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Answered by
0
The number of ways in Which METEORITE can be arranged....
=(1)-(2)
=7!-(5!*3!)
=5![(7*6)-(3*2)]
=120[42–6]
=120*36
=4320
Hope This Helps...
=(1)-(2)
=7!-(5!*3!)
=5![(7*6)-(3*2)]
=120[42–6]
=120*36
=4320
Hope This Helps...
Answered by
1
Hey there....
===== Answer ======
Number of ways in which Meteorite can be arranged is :-
Solution ::::---
(1)-(2)
7!(5!*3!)
5![(7*6)-(3*2)]
120(42-6)
120*36
=4320 Answer....
Thank you
===== Answer ======
Number of ways in which Meteorite can be arranged is :-
Solution ::::---
(1)-(2)
7!(5!*3!)
5![(7*6)-(3*2)]
120(42-6)
120*36
=4320 Answer....
Thank you
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