Two Dots Matching

Two Dots Matching problems involve geometric figures with two dots placed in specific regions. You must find which answer figure has both dots in exactly the same regions as the question figure. These problems test your ability to track multiple spatial positions simultaneously and match complex region configurations.

10Worksheets
200+Practice Questions
IntermediateDifficulty
2-3 hoursHours to Master

Introduction to Two Dots Matching

Two Dots Matching problems involve geometric figures with two dots placed in specific regions. You must find which answer figure has both dots in exactly the same regions as the question figure. These problems test your ability to track multiple spatial positions simultaneously and match complex region configurations.

Prerequisites

Single dot identification skills Understanding of figure divisions (medians, diagonals, radii) Ability to track multiple positions simultaneously Visual comparison of complex configurations
Why This Matters: Two Dots Matching problems appear in 2-3 questions in SSC CGL, 2-3 in Banking PO, and 2-3 in Railways RRB exams. They test multi-point spatial reasoning.

How to Solve Two Dots Matching Problems

1

Step 1: Identify the geometric figure type (triangle with medians, square with diagonals, circle with radii, rectangle with diagonals)

2

Step 2: Note the region of each dot separately - label them Dot A and Dot B

3

Step 3: For each answer figure, check the position of both dots

4

Step 4: Verify that the first dot is in the same region as Dot A from the question figure

5

Step 5: Verify that the second dot is in the same region as Dot B from the question figure

6

Step 6: Account for figure rotation or reflection when comparing regions

7

Step 7: Select the answer figure where both dots match the question figure's dot regions

Pro Strategy: Track each dot independently. Use the same region identification techniques as single dot problems, but apply them to both dots simultaneously. Pay attention to whether the dots are in the same region or different regions. If the question figure has dots in the same region, the answer must also have both dots in that same region.

Example Problem

Example: In a square with both diagonals drawn (divided into 4 triangles), one dot is in the top triangle and another dot is in the left triangle. Which answer figure matches? Solution: Step 1: Figure type: square with both diagonals (4 congruent triangles) Step 2: Dot positions: one near top vertex, one near left vertex Step 3: Check each answer figure for dots in top and left triangles Step 4: If the square is rotated, identify the triangles relative to vertices Step 5: The correct answer will have one dot in the triangle adjacent to the top vertex and one in the triangle adjacent to the left vertex Answer: The figure with dots in the top and left triangles (accounting for rotation)

Pro Tips & Tricks

  • Label the regions (1,2,3,4,5,6) in your mind for easy reference
  • If both dots are in the same region, the answer must also have two dots in that region
  • If dots are in different regions, ensure the relative orientation matches (not just individual positions)
  • In symmetrical figures, swapping dot positions may produce a valid match if the figure is rotated
  • The distance between dots can be a clue - measure relative to figure boundaries
  • Use the process of elimination: eliminate figures where either dot is in the wrong region

Shortcut Methods to Solve Faster

In triangle with medians: the 6 regions are symmetric - dot pairs often mirror across medians
In square with diagonals: opposite triangles are congruent - dots in opposite triangles may indicate rotation
In rectangle with diagonals: the center is unique - if a dot is at center, it's a dead giveaway
Two dots in the same small triangle are rare - check carefully if they are really in the same region
The number of regions between dots can help identify the correct configuration

Common Mistakes to Avoid

Matching one dot correctly but ignoring the second dot
Assuming dots in symmetrical positions are interchangeable
Not accounting for rotation affecting both dots' relative positions
Confusing two dots in adjacent regions with two dots in opposite regions

Exam Importance

Two Dots Matching is an important topic for various competitive exams. Here's how frequently it appears:

SSC CGL
2-3 questions
BANKING PO
2-3 questions
RAILWAYS RRB
2-3 questions
UPSC
1-2 questions
INSURANCE
2-3 questions

Ready to Master Two Dots Matching?

Start with Worksheet 1 and work your way up to expert level! Each worksheet includes:

20 practice questions
Detailed solutions
Step-by-step explanations
Start Practicing Now