1. Figure Series - What Comes Next? 🔄

Identify the pattern and predict the next figure. Like observing symptoms and predicting disease progression!

Common Pattern Types:

Pattern Type	What Changes	How to Spot
Rotation	Position/angle changes	Check 45°, 90°, 180° turns
Addition	Elements are added	Count elements each step
Subtraction	Elements are removed	Track what disappears
Movement	Position shifts	Track direction & distance
Shading	Fill pattern changes	Watch black/white/gray cycle
Size	Elements grow/shrink	Compare relative sizes
Combination	Multiple rules at once	Check each element separately

🎯 Figure Series Strategy:

Compare adjacent figures: What changed from 1 to 2? From 2 to 3?
Check for alternating patterns: Sometimes pattern alternates (A-B-A-B)
Track multiple elements: Each shape might follow its own rule
Verify your rule: Does your pattern work for ALL given figures?
Apply to predict: What would be next if pattern continues?

2. Figure Matrices - Complete the Grid 🔳

3x3 grid with one missing cell. Find the pattern across rows AND columns!

Matrix Analysis Strategy:

Analyze rows first: What's the pattern across Row 1? Row 2? Row 3?
Then check columns: Does the same logic apply vertically?
Common patterns:
- Each row/column contains all elements (one of each)
- Progressive change across row/column
- Row 1 + Row 2 = Row 3 (element addition)
- XOR logic (element appears if in ONLY one of two cells)
Find the missing piece: Based on row AND column rules

💡 Matrix Tips:

The missing cell is usually bottom-right but can be anywhere
Row rule and column rule must BOTH be satisfied
Sometimes diagonal patterns exist too
If stuck, try each answer choice and see which one fits ALL patterns

3. Number Series 🔢

Find the pattern in number sequences - arithmetic, geometric, or more complex!

Common Number Patterns:

Pattern Type	Example	Rule
Arithmetic	2, 5, 8, 11, 14...	Add constant (+3)
Geometric	2, 6, 18, 54...	Multiply by constant (×3)
Fibonacci-like	1, 1, 2, 3, 5, 8...	Add two previous numbers
Square numbers	1, 4, 9, 16, 25...	n² pattern
Increasing difference	1, 2, 4, 7, 11...	+1, +2, +3, +4...
Alternating	1, 10, 2, 20, 3, 30...	Two interleaved sequences

Strategy for Number Series:

Calculate differences: Find the difference between consecutive terms
If differences vary: Find the difference OF the differences (second-order)
Check for ratios: Divide consecutive terms - look for multiplication pattern
Look for alternating: Maybe two sequences interleaved?
Try common patterns: Squares, cubes, primes, Fibonacci

4. Letter Series 🔤

Like number series but with letters. A=1, B=2, C=3... same logic applies!

Letter-Number Conversion:

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

N	O	P	Q	R	S	T	U	V	W	X	Y	Z
14	15	16	17	18	19	20	21	22	23	24	25	26

Common Letter Patterns:

Skip counting: A, C, E, G... (skip 1), A, D, G, J... (skip 2)
Reverse: Z, Y, X, W... (going backwards)
Groups: AB, CD, EF... or ABC, DEF, GHI...
Mixed: A1, B2, C3... (letter + number combinations)

5. Odd One Out - Figure Grouping 🎯

Which figure doesn't belong? Find the rule that 4 figures follow but 1 doesn't!

What to Check:

Feature	What to Compare
Shape	Circle, square, triangle? Curved vs straight edges?
Number of sides	All have 4 sides except one?
Shading	Filled, empty, striped, dotted?
Symmetry	Symmetric or asymmetric?
Number of elements	Same number of parts?
Orientation	All pointing same direction?
Size ratio	Same relative sizes of elements?

💡 Strategy:

Look for the most obvious common feature first
If all seem similar, look for subtle differences
Check multiple features - the rule might combine them
The odd one out usually differs in just ONE key aspect

6. NMAT Inductive Reasoning Tips & Practice 📝

🎯 Exam Day Strategies:

Start with what you know: Easy patterns first, hard ones later
Don't overthink: NMAT patterns are usually straightforward
Verify your rule: Check it works for ALL given figures
Use process of elimination: Cross out obviously wrong answers
Manage time: Don't spend too long on any one item
Trust patterns: If you found a clear pattern, it's probably right

Practice Questions with Answers

Q1: What comes next? 2, 6, 12, 20, 30, ?

A) 36 B) 40 C) 42 D) 48

Answer: C) 42. Differences are 4, 6, 8, 10, 12... (increasing by 2). Next: 30 + 12 = 42.

Q2: What comes next? A, D, G, J, ?

A) K B) L C) M D) N

Answer: C) M. Pattern: skip 2 letters each time. A(+3)D(+3)G(+3)J(+3)M

Q3: If figures show progressive 90° clockwise rotation, and Figure 3 shows an arrow pointing UP, what direction does Figure 1's arrow point?

Answer: LEFT. Going backwards: UP (Fig 3) → 90° counterclockwise → RIGHT (Fig 2) → 90° counterclockwise → DOWN... Wait, let me recalculate: If Fig 3 is UP and rotation is clockwise, then Fig 2 was LEFT (before rotating 90° clockwise to become UP), and Fig 1 was DOWN (before rotating to become LEFT). So Fig 1 points DOWN.

⚠️ Common Mistakes:

Finding a pattern that only works for some figures
Missing alternating patterns (looking only at consecutive items)
Confusing rotation direction (clockwise vs counterclockwise)
Not checking all elements in complex figures
Overthinking simple patterns

Inductive Reasoning