Coding-Decoding Practice Question and Answer
8 Q: In a certain code language, 'EARLY’ is written as 'ZNSCF' and 'GAUGE' is written as 'FIVCH'. How will 'INBOX' be written in that language?
1089 064806093e72c4684a1e56508
64806093e72c4684a1e56508- 1YQCQJfalse
- 2JPCQYfalse
- 3YQCPJtrue
- 4XPBOIfalse
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Answer : 3. "YQCPJ"
Q: In a certain code language, 'WAVE' is coded as ‘426522’ and ‘SOUND’ is coded as ’81261323’. How will 'LIGHT' be coded in that language?
1088 0646358c84d91510a5db8b03c
646358c84d91510a5db8b03c- 1131820197false
- 2151820197true
- 3151820166false
- 4151880197false
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Answer : 2. "151820197"
Q: In a certain code language, 'BALL' is coded as '27' and 'BACK' is coded as '17'. How will 'RACE' be coded in that language?
1083 06439455f1ce944a93ea24550
6439455f1ce944a93ea24550- 127true
- 222false
- 317false
- 437false
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Answer : 1. "27"
Q: In a certain code language, 'I know you' is written as 'Ha Hi He', 'I Like French' is written as 'Ho Hu Ha' and 'You like me' is written as 'He Ho Haa'. How will 'me' be written in that language?
1083 064623eef4f2cce984337abc9
64623eef4f2cce984337abc9- 1Haatrue
- 2Hufalse
- 3Hafalse
- 4Hifalse
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Answer : 1. "Haa"
Q: In a certain code language, “FAMOUS” is written as “AFOMSU”, and “FINGER” is written as “IFGNRE”. How will “INVEST” be written in that language?
1081 06447d217389f6568216eed80
6447d217389f6568216eed80- 1NIVETSfalse
- 2NEIVTSfalse
- 3NIEVSTfalse
- 4NIEVTStrue
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Answer : 4. "NIEVTS"
Q: In a certain code language, 'KING' is coded as '16181320', and 'HOP' is coded as '191211'. How will 'STA' be coded in that language?
1078 06439299006979810ace01446
6439299006979810ace01446- 18627false
- 28926false
- 38276false
- 48726true
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Answer : 4. "8726"
Q: Given in the table are the number codes for the given letters. Select the combination of numbers so that the letters arranged accordingly will form a meaningful word.

1078 064a1637146047484bc882f60
64a1637146047484bc882f60- 13,4,1,5,2,6false
- 26,5,3,4,1,2false
- 32,4,6,3,5,1true
- 42,4,6,3,1,5false
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Answer : 3. "2,4,6,3,5,1"
Q: How many such pairs of digits are there in the number ‘73951286’ each of which has as many digits between them in the number as in the number series (Both forward and backward)?
1075 064d34539eb9b4274b357c52a
64d34539eb9b4274b357c52a- 11false
- 2More than 4true
- 32false
- 44false
- 53false
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