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    the letters in the word adopts are permuted in all possible ways and arranged in alphabetical order then find the word at position 32 in the permuted alphabetical order?

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    The letters in the word ADOPTS are permuted in all possible ways and arranged in alphabetical order then find the

    TCS Logical Reasoning Question Solution - The letters in the word ADOPTS are permuted in all possible ways and arranged in alphabetical order then find the word at position 42 in the permuted alphabetical order? (a) AOTDSP (b) AOTPDS (c) AOTDPS (d) AOSTPD

    Latest TCS Aptitude Question SOLUTION: The letters in the word ADOPTS are permuted in all possible ways and arranged in alphabetical order then find the word at position 42 in the permuted alphabetical order? (a) AOTDSP

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    (#M40024308) TCS Logical Reasoning question PermutationKeep an EYE

    The letters in the word ADOPTS are permuted in all possible ways and arranged in alphabetical order then find the word at position 42 in the permuted alphabetical order?

    (a) AOTDSP (b) AOTPDS (c) AOTDPS (d) AOSTPD Asked In TCS

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    Previous Question: A man who goes to work long before sunrise every morning gets dressed in the dark. In his sock drawer he has 6 black and 8 blue socks. What is the probability that his first pick was a black sock, but his second pick was a blue sock? Next Question: Cara, a blue whale participated in a weight loss program at the biggest office. At the end of every month, the decrease in weight from original weight was measured and noted as 1, 2, 6, 21, 86, 445, 2676. While Cara made a steadfast effort, the weighing machine showed an erroneous weight once. What was that. option a) 2676 b) 2 c) 445 d) 86

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    4 The letters in the word ADOPTS are permuted in all possible ways and arranged

    4 The letters in the word ADOPTS are permuted in all possible ways and arranged from CIS MISC at Maharshi Vidya Mandir

    4 the letters in the word adopts are permuted in all

    Maharshi Vidya Mandir

    CIS MISC Essay vishnu25081999 178

    This preview shows page 88 - 92 out of 178 pages.

    4. The letters in the word ADOPTS are permuted in all possible ways and arranged inalphabetical order then find the word at position 42 in the permuted alphabetical order?a) AOTDSPb) AOTPDSc) AOTDPSd) AOSTPDSOL:In alphabetical order : A D O P S TA _ _ _ _ _ : the places filled in 5! ways = 120, But we need a rank less than 120. So the wordstarts with A.A D _ _ _ _ : empty places can be filled in 4!=24A O _ _ _ _ : the places filled with 4! ways = 24. If we add 24 + 24 this total crosses 42. So Weshould not consider all the words starting with AO.A O D _ _ _ : 3!= 6A O P _ _ _ : 3!=6Till this 36 words are obtained, we need the 42nd word.AOS _ _ _ : 3!= 6

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    The letter in the word ADOPTS are permuted in all possible ways and arranged in alphabetical order. How do you find out the word at position 42 in the permuted alphabetical order?

    Answer (1 of 3): Are these permutations all exactly 6 letters long and all letters are repeated exactly once per permutation? If not, the 42nd permutation alphabetically would be 42 consecutive letters A. However, common practice accepts those assumptions, and hereafter so will I. The 42nd permu...

    The letter in the word ADOPTS are permuted in all possible ways and arranged in alphabetical order. How do you find out the word at position 42 in the permuted alphabetical order?

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    David Joyce

    , Ph.D. Mathematics, University of Pennsylvania (1979)Author has 4.4K answers and 5.7M answer viewsUpdated 7y

    Originally Answered: The letter in the word ADOPTS are permuted in all possible ways and arranged in the alphabetical order. Find out the word at position 42 in the permuted alphabetical order?

    Are these permutations all exactly 6 letters long and all letters are repeated exactly once per permutation? If not, the 42nd permutation alphabetically would be 42 consecutive letters A. However, common practice accepts those assumptions, and hereafter so will I.

    The 42nd permutation of "ADOPTS" when sorted alphabetically is "AOSTPD."

    A quick factorials/permutations review: There are, by definition, N! permutations of N letters. This is because there are (N-1)! permutations following the first letter, and that number of permutations are repeated N times (once for each possible first letter). Fo

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    For those interested in looking at all the permutations to confirm that answer is "AOSTPD"

    Spreadsheet: permutations.xlsx How did I get them?

    I used R's 'gtools' library.

    permutations(6,6,c("A","D","O","P","T","S"))

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    Saurabh Mehta 8y

    The answer will be AOSTPD

    Matt Enlow

    Math Teacher at Dana Hall School (2006–present)3y

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    LHAREO.Because,in alphabetical order the letters of LAHORE makes A,E,H,L,O & R.Assuming the 1st place to be filled by the alphabetical letterA has the permuted nos of words as (no of rest letters)!=(6–1)!=120. So,considering alphabetical sequence for the stated letters for E similliar 120 words and for H also 120 words in toto 120×3=360 words gone. 413–360=53. So the rest 53rd word to lie within the domain for beginning alphabet L which contain 120 permutation for the rest of the stated 5 alphabets in alphabetical order to analyze.Taking the 2nd letter as A the other 4 letters have 4! permutat

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