How many word can be made by the letters of the word 'ALGEBRA' when respective order of the vowels and consonants remain unaltered?
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We need to find different arrangements of the word ALGEBRA such that relative positions of vowels and consonants do not change. Therefore, in the three positions occupied by vowels, we can rearrange the vowels in 3!/2! = 3 ways.
hope that if would help uu
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