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English Medium / Class 5 / Intelligence Test / Symbolic Language - Use of Symbols for Letters
Symbolic Language - Use of Symbols for Letters

Introduction

In symbolic coding, letters are represented by various geometric shapes or symbols. Decoding involves identifying which symbol stands for which letter.

Explanation Step by Step

Compare multiple words and their symbol sets. Common letters will always have the same corresponding symbols across different words.

Sub-topics

Use of Symbols for Letters

This sub-topic focuses on mapping abstract symbols like @, #, or shapes to specific alphabets.

Examples

Example 1
If "SUN" = ☀ ☁ ★ and "SON" = ☀ ✪ ★, what is the symbol for "U"?
"S" and "N" are common, represented by ☀ and ★. The letter "U" is left in the first word, and "☁" is the unique symbol left.
Answer = ☁

Tricks and Shortcuts

* Create a small key or legend on the side to track which letter belongs to which symbol.
* Use visual matching to quickly spot patterns.

Common Mistakes

Confusing symbols that look similar (e.g., a square ▢ and a rectangle ▭). Do not assume the order of symbols matches the order of letters.

Practice Questions

Easy Questions

  1. If "CAT" = △ ◯ ▭ and "BAT" = ◇ ◯ ▭, what is the code for "AT"?
  2. If "SKY" = ★ ☁ ☾ and "FLY" = ✈ ☂ ☾, find the symbol for "Y".
  3. If "ME" = ✚ ✜ and "BE" = ✖ ✜, which symbol represents "E"?

Medium Questions

  1. If "SING" = ♠ ♣ ♥ ♦ and "RING" = ✢ ♣ ♥ ♦, identify the symbols for "I", "N", and "G".
  2. If "BLUE" = ◯ ▀ ▚ ▛ and "BLOW" = ◯ ▀ ▞ ▟, find the symbols for "B" and "L".
  3. If "MAP" = ◬ ◭ ◮ and "TAP" = ◸ ◭ ◮, which symbol represents "M"?

Hard Questions

  1. If "APPLE" = ◛ ◚ ◚ ◖ and "PEEL" = ◚ ◖, find the symbol representing "A".
  2. If "STAR" = ★ ✶ ✷ ✸ and "STAY" = ★ ✶ ✷ ✹, find the symbol for "R" and "Y".
  3. If "BOTTLE" = ⚛ ☯ ☊ ☊ ☋ ☌ and "LITTLE" = ☍ ☊ ☊ ☋ ☌, identify the code for "B".

Revision Summary

Success in symbol-based coding depends on sharp observation and systematic comparison of unique shapes.

If A = ▲, B = ■, C = ★, then CAB = ?

A
    
★▲■
B
    
▲★■
C
    
■▲★
D
    
★■▲
Explaination

If P = ●, Q = ▼, R = ◆, then QPR = ?

A
    
▼●◆
B
    
●▼◆
C
    
◆●▼
D
    
▼◆●
Explaination
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