4 vowels and 8 consonants are given how many words of 5 letters can be formed taking 2 different vowels and 3 different consonants

Question

4 vowels and 8 consonants are given how many words of 5 letters can be formed taking 2 different vowels and 3 different consonants​

Audrey · Answer

Answer:   Each group contains 5 letters. = 5! = 120. Required number of ways = (210 x 120) = 25200.    hope you this is helpful  Mark me as brainliest answer and no thanks

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