Question

A letter is chosen at random from the word ASSASSINATION. Find the probability that letter is (I) a vowel (II);a constant

Answer 1

NUMBER  OF VOWELS IN THE WORD=6
NUMBER OF LETTERS IN THE WORD=13
THEREFORE,PROBABILITY OF A VOWEL=6/13
NUMBER OF CONSTANT IN THE WORD=13-6
                                                                   =7
THEREFORE,PROBABILITY OF A CONSTANT=7/13

Answer 2

GIVEN :  Word is Assassination

TO FIND : Probability of vowels and constant

SOLUTION :

Probability is how likely something is going to happen.

Total Number of words in Assassination = 13

Vowels are a,i,e,o,u

Total Number of Vowels = 6

Total Number of constant = 7

Probability of Vowel =  $\frac{Total Number of vowel }{Total number of words in assassination }$

                                   =  $\frac{6}{13 }$

Probability of constant = $\frac{Total number of constant}{Total number of words in assassination }$

                                      =  $\frac{7}{13}$

Probability of vowel is $\frac{6}{13}$ and probability of constant is $\frac{7}{13}$ .