Direction Sense Test
SSC GD Exam
1. What is Direction Sense Test?
Direction Sense Test is a logical reasoning exercise that tests your ability to visualize and track movement in different directions. It involves calculating final positions and directions after a series of movements and turns.
Spatial Awareness
Path Tracking
Distance Calculation
Direction Analysis
Simple Definition: Direction Sense involves tracking movement paths and determining final positions relative to starting points.
2. Types of Direction Problems
Major Categories of Direction Sense
Based on Complexity
Basic Directions
Cardinal directions (N, S, E, W)
Distance & Displacement
Path length vs straight line
Complex Paths
Multiple turns and angles
Based on Approach
Point-to-Point
Movement between specific points
Shadow Based
Using shadows to find directions
Clock Based
Direction based on clock timing
3. Basic Directions (N, S, E, W)
Cardinal Directions & Their Combinations
North (N)
0° / 360°
East (E)
90°
South (S)
180°
West (W)
270°
Intermediate Directions
| Direction | Combination | Angle | Example |
|---|---|---|---|
| North-East (NE) | Between N and E | 45° | Halfway between North and East |
| South-East (SE) | Between S and E | 135° | Halfway between South and East |
| South-West (SW) | Between S and W | 225° | Halfway between South and West |
| North-West (NW) | Between N and W | 315° | Halfway between North and West |
4. Distance & Displacement
Key Concepts
Distance
Total path length
Displacement
Straight line distance
Pythagoras
For right triangles
Coordinate
X-Y axis method
Distance vs Displacement Examples
| Movement | Distance | Displacement | Explanation |
|---|---|---|---|
| 5m East + 5m West | 10m | 0m | Back to starting point |
| 3m North + 4m East | 7m | 5m NE | Pythagoras: √(3²+4²)=5 |
| 6m South + 8m West | 14m | 10m SW | √(6²+8²)=10 |
| 10m N + 10m E + 10m S | 30m | 10m E | North-South cancel out |
5. Complex Paths (Turns & Angles)
Types of Turns and Their Effects
Right Angle Turns
Left/Right turns change direction by 90°
About Turn
Complete reversal of direction
Diagonal Turns
Turns to intermediate directions
Multiple Turns
Series of left and right turns
Complex Path Examples
| Starting Direction | Turns | Final Direction | Explanation |
|---|---|---|---|
| North | Right → Right → Left | East | N→E→S→E (Right+Right-Left=+90°) |
| East | Left → Right → Right → Left | West | E→N→E→S→W (Net 180° turn) |
| South | About turn → Left → Right | South | S→N→W→S (Back to original) |
| West | Right → Left → Left → Right | West | W→N→W→S→W (Net 0° change) |
6. Shadow Based Directions
Using Shadows to Find Directions
Morning (Sunrise)
Sun in East
Shadows fall West
If facing Sun
East - Front, West - Back
If shadow in front
Facing West
Evening (Sunset)
Sun in West
Shadows fall East
If facing Sun
West - Front, East - Back
If shadow in front
Facing East
Remember: Shadows are always opposite to the sun's position!
7. How to Solve Direction Sense Questions
Step-by-Step Approach:
Draw Diagram
Sketch the path with directions
Track Direction Changes
Note each turn and its effect
Calculate Coordinates
Use X-Y axis for complex paths
Verify Answer
Double-check with diagram
Always use the coordinate method for complex paths: North/South as Y-axis, East/West as X-axis!
8. Common Delhi Police / SSC Exam Facts
Basic Directions → Most Common
Distance Problems → Frequent
Time Limit → 60-90 seconds per question
Diagram Method → Key Solving Technique
Practice → Essential for Speed
Complex Paths → Higher Difficulty
9. Quick Recap
| Topic | Key Focus | Important Points |
|---|---|---|
| Basic Directions | Cardinal & Intermediate | N, S, E, W, NE, NW, SE, SW with angles |
| Distance & Displacement | Path vs Straight Line | Use Pythagoras theorem for right angles |
| Complex Paths | Multiple Turns | Track direction changes, use coordinate method |
| Shadow Based | Sun Position | Shadows opposite to sun, morning vs evening |
You've completed Direction Sense Test!
Courage Tip: Remember to always draw diagrams for complex paths, use the coordinate method for distance calculations, and practice different types of direction problems to improve your spatial reasoning skills for exams.
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