π§ Coding and Decoding β Logical Reasoning
π What is Coding and Decoding?
Coding is a method of transmitting a message in such a way that
only the intended person can understand it.
Decoding is the process of interpreting or converting the coded
message back into its original form.
In reasoning questions, coding-decoding tests your ability to:
- β’ Recognize letter/number patterns
- β’ Understand symbol-language mapping
- β’ Decode logic used in word or number transformations
π― Why Itβs Important
- β’ Appears frequently in logical reasoning sections of competitive exams
- β’ Tests mental sharpness, logic, and observation skills
- β’ Enhances analytical thinking and pattern recognition
π Types of Coding-Decoding Questions
1. Letter Coding
- One word is coded as another using a pattern of letters.
- Example: If TABLE is coded as UBCMF, how is CHAIR coded?
- Solution: TβU (+1), AβB (+1), BβC (+1), LβM (+1), EβF (+1) β CHAIR β DIBJS β
2. Number Coding
- Words are coded into numbers based on letter positions or patterns.
- Example: If DOG is coded as 4157, how is CAT coded?
- Solution: D=4, O=15, G=7 β C=3, A=1, T=20 β Answer: 31120
3. Substitution Coding
- Words are replaced with other words or symbols, like a secret language.
- Example: If 'blue' is called 'green', 'green' is called 'red', what is the color of grass?
- Answer: Grass is normally green β 'green' is coded as 'red' β Answer = red
4. Letter Position Coding (Alphabetical Series Logic)
- Each letter's position is used in logic (A = 1, B = 2, ..., Z = 26).
- Example: If ACE = 135, what is BDF?
- Solution: B=2, D=4, F=6 β Answer: 246
5. Mixed Coding (Coding by Sentences)
- Full sentences are coded using random words or symbols.
- Example:
"Ram eats mango" β "mi lo ta"
"mango is sweet" β "ta ki su"
What is the code for βmangoβ?
β
Common word = βmangoβ β common code = ta
6. Matrix Coding
- A matrix of letters/numbers is used for finding codes.
- Example: Matrix with rows and columns, you are
told to find the letter at Row 2, Column 3, etc.
(Used rarely, more common in advanced reasoning.)
β Common Tricks and Tips
Tip | Description |
---|---|
π€ Learn AβZ letter positions | A=1, B=2 β¦ Z=26 |
π Watch for +1, -1 shifts | Many codes use shifting |
π Reverse letters | e.g., A β Z, B β Y |
π Pair words and codes carefully | Match positions accurately |
π Break long words | Split word to find sub-patterns |
π§ͺ Practice substitution puzzles | Build speed and accuracy |
a | b | c | d | e | f | g | h | i | j | k | l | m |
1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 |
z | y | x | w | v | u | t | s | r | q | p | o | n |
26 | 25 | 24 | 23 | 22 | 21 | 20 | 19 | 18 | 17 | 16 | 15 | 14 |
π§© Sample Practice Questions
Q1:
If "GOLD" is written as "HPME", how is "SILVER" written?
Solution:
GOLD β GβH, OβP, LβM, DβE
SILVER β SβT, IβJ, LβM, VβW, EβF, RβS
π Answer: TJMWFS
Q2:
If "DELHI" is coded as "73541" and "CALCUTTA" as "82589666", what is the code for "LITCHI"?
Solution:
From DELHI: D=7, E=3, L=5, H=4, I=1
From CALCUTTA: C=8, A=2, U=9, T=6
LITCHI β L=5, I=1, T=6, C=8, H=4, I=1 β
Answer: 516841
π‘ Advanced Coding Patterns
Pattern | Example |
---|---|
Mirror letters (A β Z, B β Y...) | HELLO β SVOOL |
Skip coding (+2 or -2) | CAT β ECV |
Reverse and code | CAT β TAC β UBS |
Symbol mapping | CAT β #$@ (pre-defined mapping) |
π Conclusion
Coding and decoding improves:
- β’ Vocabulary
- β’ Logic building
- β’ Observation skills
- β’ Pattern recognition
β Itβs all about logic + practice.