A Cryptanalyst Must Translate Into Letters Of All Digits Included In The Following Two Lines Of Nine Symbols Each9 3 3 4 5 6 6 6 72 2 3 3 4 4 5 7 8The Cryptanalyst Has Already Determined Some Of Rules Governing The DecodingRule 1 Each Of The Digits From 2 To 9 Represents Exactly One Of The Eight LettersA,E,I,O,U,R,S,T.Rule 2 Each Letter Is Represented By Exactly One Of The Digits. If A Digit Occurs More Thanonce It Represents The Same Letter On Each Occasion.Rule 3 The Letter T And The Letter O Are Each Represented Exactly 3 Times.Rule 4 The Letter I And The Letter A Are Each Represented Exactly 2 Times.Rule 5 The Letter E Is Represented Exactly 4 Times.Based On Above Solve Following QuestionsQ1. If 9 Represents Vowel,it Must Represent Which Of FollowingOption 1 AOption 2 EOption 3 IOption 4 OOption 5 UQ2. If 8 Represents Vowel Which Of The Following Must Represent A ConsonantOption 1 2Option 2 4Option 3 5Option 4 7Option 5 9Q3. If 2 Represents R And 7 Represents A, Then 5 Mu

⟩ A cryptanalyst must translate into letters of all digits included in the following two lines of nine symbols each9 3 3 4 5 6 6 6 72 2 3 3 4 4 5 7 8The cryptanalyst has already determined some of rules governing the decodingRule 1-Each of the digits from 2 to 9 represents exactly one of the eight lettersA,E,I,O,U,R,S,T.Rule 2-Each letter is represented by exactly one of the digits. If a digit occurs more thanonce it represents the same letter on each occasion.Rule 3-The letter T and the letter O are each represented exactly 3 times.Rule 4-The letter I and the letter A are each represented exactly 2 times.Rule 5-The letter E is represented exactly 4 times.Based on above solve following QuestionsQ1. If 9 represents vowel,it must represent which of followingOption 1- AOption 2- EOption 3- IOption 4- OOption 5- UQ2. If 8 represents vowel which of the following must represent a consonantOption 1- 2Option 2- 4Option 3- 5Option 4- 7Option 5- 9Q3. If 2 represents R and 7 represents A, then 5 mu

5-u

5-9

1-I

1-oteat

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In class of 10 students, the teacher writes a number on the board. The first student tells that the number is divisible by 1, the second student tells that the number is divisible by 2, the third by 3, the forth by 4 and so on till 10. If the statement of one of the students in wrong then what is the least number possible?

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