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22 Dec 2014, 09:20
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C
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Difficulty:
5%
(low)
Question Stats:
94% (01:06) correct
6%
(01:19)
wrong
based on 129
sessions
History
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Result
Not Attempted Yet
In a certain coding scheme, each word is encoded by replacing each letter in the word with another letter. The same code is used for all words, so that the same letter replaces a given letter each time the given letter occurs. What code will result when the word TAME is encoded by this scheme?
(1) When the word MAT is encoded, the result is DLX.
(2) When the word TEA is encoded, the result is XRL.
(1) When the word MAT is encoded, the result is DLX.
(2) When the word TEA is encoded, the result is XRL.
22 Dec 2014, 10:03
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Solution: Encode TAME ?
Statement 1: When the word MAT is encoded, the result is DLX
M=D
A=L
T=X
E=? -- Infufficient
Statement 2: When the word TEA is encoded, the result is XRL
T=X
E=R
A=L
M=? -- Insufficient
Combining 1&2: TAME = XLDR -- Sufficient, Answer C
Statement 1: When the word MAT is encoded, the result is DLX
M=D
A=L
T=X
E=? -- Infufficient
Statement 2: When the word TEA is encoded, the result is XRL
T=X
E=R
A=L
M=? -- Insufficient
Combining 1&2: TAME = XLDR -- Sufficient, Answer C
qw1981
Joined: 27 Jan 2013
Last visit: 01 Jun 2015
Posts: 169
Given Kudos: 8
Location: United States
Concentration: Entrepreneurship, Marketing
Schools: Johnson '16 (S) Anderson '16 (S) McCombs '16 (WL) IESE '16 (II) Tepper '17 (WA) LBS '17 (S) Kenan-Flagler '17 (A)
GMAT 1: 730 Q49 V40
GPA: 3.5
WE:Supply Chain Management (Telecommunications)
Schools: Johnson '16 (S) Anderson '16 (S) McCombs '16 (WL) IESE '16 (II) Tepper '17 (WA) LBS '17 (S) Kenan-Flagler '17 (A)
GMAT 1: 730 Q49 V40
Posts: 169
22 Dec 2014, 20:56
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S(1): We can only identify 3 coded letters out of the required 4 for TAME. E is missing. Hence N.S
S(2): We can only identify 3 coded letters out of the required 4 for TAME. M is missing. Hence N.S
Combing both we get all the 4 letters. Hence sufficient.
Thus answer is C.
S(2): We can only identify 3 coded letters out of the required 4 for TAME. M is missing. Hence N.S
Combing both we get all the 4 letters. Hence sufficient.
Thus answer is C.
