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In How Many Ways Can The Letters Of The Word 'capital' Be Arranged In Such A Way That All The Vowels Always Come Together? |
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Answer» CAPITAL = 7 VOWELS = 3 (A, I, A) Consonants = (C, P, T, L) 5 letters which can be arranged in 5P5=5! Vowels A,I = 3!/2! No.of ARRANGEMENTS = 5! x 3!/2!=360 CAPITAL = 7 Vowels = 3 (A, I, A) Consonants = (C, P, T, L) 5 letters which can be arranged in 5P5=5! Vowels A,I = 3!/2! No.of arrangements = 5! x 3!/2!=360 |
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