Analogy

Verbal Reasoning · free study notes

Study Notes – Reasoning Ability

Topic: Analogy

For the Mizoram Police Sub‑Inspector (SI) Examination


1. What is an Analogy?

An analogy is a comparison between two pairs of words (or concepts) that have a similar relationship.
It is usually expressed as:

A : B  ::  C : D

Meaning: “A is to B as C is to D.”
The key is the relationship, not the words themselves.


2. Types of Analogies

# Type Typical Relationship Example Notes
1 Synonym Both words mean the same Happy : Joyful :: Sad : Sad is to Sorrowful
2 Antonym Opposite meanings Rise : Fall :: Increase : Decrease
3 Cause‑Effect One causes the other Fire : Smoke :: Heat : Steam
4 Part‑Whole One is part of the other Wheel : Car :: Wing : Bird
5 Function One performs a function for the other Pen : Write :: Brush : Paint
6 Material One is made of the other Wood : Table :: Iron : Chair
7 Property One has a property of the other Cold : Ice :: Warm : Water
8 Sequential One follows the other in a sequence Monday : Tuesday :: Friday : Saturday
9 Similar Situation Two similar contexts Teacher : Classroom :: Judge : Court
10 Progressive One is a higher form of the other Bird : Sparrow :: Mammal : Dog

Tip: 90 % of exam analogies fall into the above categories.


3. Systematic Approach to Solve Analogies

Step Action Why
1. Identify the pair (A : B) Write down the two words and note any obvious relation. Provides the template for the second pair.
2. List possible relationships Consider synonyms, antonyms, cause‑effect, part‑whole, etc. Gives you a pool of patterns to match.
3. Test each relationship For each pattern, think of a word C that could fit. Narrow down the candidates.
4. Verify the relationship for C Ensure C and D share the same pattern as A and B. Eliminates false leads.
5. Confirm uniqueness If multiple words fit, check for the best match (most logical, common usage). Exams often have a single most appropriate answer.
6. Double‑check direction Remember that analogies are directional: A is to B as C is to D, not vice‑versa. Prevents swapping the wrong pair.

Common Pitfall: Assuming “reverse” relationships (e.g., A is to B as D is to C).
Always keep the order as given unless the question explicitly asks for the reverse.


4. Deriving the Relationship Function

Mathematically, think of an analogy as a function f:

f(A) = B
f(C) = D

The goal is to deduce f from the first pair and apply it to the second pair.
In practice, f is a linguistic mapping (synonym, antonym, etc.), not a numeric function.


5. Tricky Points & How to Avoid Them

Issue What It Looks Like How to Spot It Fix
Homonym ambiguity “Bank” (riverbank vs. financial bank) If the pair uses a word with multiple meanings, consider both. Check context clues in the other words.
Multiple viable answers “Coast : Shore” vs “Coast : Beach” Often, only one option is common or exactly the relationship. Prefer the most precise match.
Reverse Direction “Dog : Bark :: Cat :” The second pair could be reversed. Remember the rule: A is to B as C is to D.
Synonym vs. Antonym “Rich : Poor :: Happy :” Could be reversed too. Examine the meaning of the first pair.
Inconsistent Part‑Whole “Leaf : Tree :: Blade :” Blade can be part of a sword or a grass blade. Check the most common association.
Contextual Cues “Sculptor : Clay :: Chef :” The relationship might be material (clay → sculpture). Identify the process or material involved.

6. Practice Techniques

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