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1. The probability of picking 5 vowels and 1 constant when 6 letters are picked with replacement from a set of alphabet tiles is 2.12.

   To find the probability of picking 5 vowels and 1 constant when 6 letters are picked with replacement from a set of alphabet tiles:

   Given:

   • 5 vowels
   • 1 consonant

   To find:

   • The probability of picking 5 vowels and 1 consonant letter from the English Alphabet with a replacement.

   • There is 26 English Alphabet.
   • There are 5 vowels in the alphabet.
   • There are 21 consonants in the alphabet.

   The probability of picking 5 vowels:

   • 5 vowels = 5/26 × 5/26 × 5/26 × 5/26 × 5/26 = 3125/11,881376

   The probability of picking 1 consonant:

   • 1 constant = 21/26 = 21/26

   The probability of picking 5 vowels and 1 consonants:

   • 5 vowels 1 constant = 3125/11,881,376 × 21/26 = 65625/308915776 = 2.12436.

   Therefore, the probability of picking 5 vowels and 1 constant when 6 letters are picked with replacement from a set of alphabet tiles is 2.12.

   Know more about probability here:

   https://brainly.com/question/25870256

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