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The letters of the word VOWEL are placed at random in a row. The probability that the three consonants come together is?
3/10
1/10
7/10
9/10
The word VOWEL contains 5 distinct letters and they can be arranged at random in a row in 5P5 ways I.e in 5! = 120 ways. Let us now consider those arrangements in which all the three consonants came together. So, in this case, we have to arrange two letters O, E and a pack of three consonants in a row which can be done in 3C3 I.e 3! = 6 ways Also, the three consonants in their pack can be arranged in 3P3 = 3! = 6 ways. Hence the number of arrangements in which the three consonants came together is 6×6=36 ways. Therefore the probability that the consonants came together = 36/120 = 3/10
By: bhavesh kumar singh ProfileResourcesReport error
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