Direction Sense Practice Questions With Answers

Last reviewed 7 October 2026

Direction questions describe a path and ask for the final position or distance. A simple coordinate sketch solves nearly all of them. This page shows the method and worked examples.

The compass and turns

The four main directions are north (N), east (E), south (S) and west (W), with the intermediate ones north-east (NE), south-east (SE), south-west (SW) and north-west (NW). Facing north, a right turn leads to east and a left turn to west. Facing east, a right turn leads to south. Each right turn is 90° clockwise and each left turn 90° anticlockwise.

A method

  1. Draw a compass at the top of your rough work and mark the start as (0, 0).
  2. Treat east and north as positive. A move of 5 m east is (+5, 0); 3 m south is (0, −3).
  3. Update the facing direction at each turn.
  4. Add the moves to get the final coordinates.
  5. Find the distance with Pythagoras if both coordinates are non-zero, and the direction from the signs.

Worked examples

Example 1. A man walks 6 km north, then 8 km east. His distance from the start is √(6² + 8²) = 10 km, to the north-east of the start.

Example 2. A person starts facing north, walks 10 m, turns right and walks 5 m, turns right again and walks 10 m. Moves: (0, +10), then east (+5, 0), then south (0, −10). Final = (5, 0): 5 m east of the start.

Example 3. Starting at a point, Ria goes 4 km west, 3 km south and 4 km east. Coordinates: (−4, 0), then (−4, −3), then (0, −3). She is 3 km south of the start.

Example 4 (turns). Facing east, a person turns left, then left again and then right. After the first left: north; the second left: west; right: north. She faces north.

Example 5 (shadows). In the morning, the sun is in the east, so a shadow falls to the west. If a person's shadow falls to their right in the morning, they are facing south (west is on their right when facing south). In the evening, shadows fall towards the east.

Example 6 (shortest path). A moves 12 m south, then 5 m west. His distance from the start is √(144 + 25) = 13 m, to the south-west.

Example 7 (two people). A walks 6 km east and B walks 8 km north from the same point. The distance between them is 10 km.

Common traps

  • Confusing left and right with compass directions after several turns.
  • Dropping the facing direction after a turn.
  • Stating the final direction as the last move direction instead of the position relative to the start.
  • Using Pythagoras when moves are in the same line.

Speed tips

  • Memorise the right-angle triples 3-4-5, 5-12-13 and 8-15-17.
  • Sketch every problem, even simple ones.
  • Cancel opposite moves before computing distance.

A practice routine

  1. Day 1: single-turn problems and facing directions.
  2. Day 2: multi-step paths with coordinates.
  3. Day 3: shadow problems and two-person problems.
  4. Day 4: a timed set of 12 at 45 seconds each.

Where it appears

Direction sense appears in banking reasoning, SSC CGL reasoning, railway reasoning and CUET General Test papers. Related: blood relations and coding-decoding.

Practice tests below are published by institutes and educators on TestMint.

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Frequently asked questions

Sketch the path on a coordinate grid with east and north positive, update the facing direction at each turn and compute the final position and distance.

A right turn rotates 90° clockwise and a left turn 90° anticlockwise. Facing north, right gives east and left gives west.

Compute net displacement in the east-west and north-south directions and apply Pythagoras if both are non-zero.

In the morning the sun is in the east, so shadows fall towards the west; in the evening they fall towards the east. Combine this with the person's facing direction.

3-4-5, 5-12-13, 8-15-17 and their multiples, which often appear as distances.

About 30 to 50 seconds with a sketch.

Losing track of the facing direction after a turn. Write it next to each step.

Often yes. State it from the start point (for example, south-west of the start), not from the last move.

On this page below: tests published by institutes on TestMint, each showing creator, question count and duration.