Samarth heading towards north walked 10 m, he turns right and walks for 4 metres and then he turns left and walks 6 m. In which direction he is walking at last?
North
Understanding movement and direction changes is a common type of question in reasoning sections. This problem asks us to determine the final direction Samarth is facing after a series of movements and turns.
Let's break down Samarth's path step by step, noting his starting direction, turns, and the direction he faces after each turn.
The question asks for the direction he is walking at last, which is the direction he is facing after his final turn and during his last movement.
Based on our step-by-step analysis:
Therefore, in the last part of his journey, Samarth is walking towards the North.
Let's visualize the turns:
His final direction of travel is North.
| Step | Action | Direction Before Action | Turn | Direction After Turn | Direction Walking |
|---|---|---|---|---|---|
| 1 | Start | - | - | North | - |
| 2 | Walk 10m | North | - | North | North |
| 3 | Turn Right | North | Right | East | - |
| 4 | Walk 4m | East | - | East | East |
| 5 | Turn Left | East | Left | North | - |
| 6 | Walk 6m | North | - | North | North |
Understanding the cardinal directions (North, South, East, West) and how turns affect direction is crucial for solving such problems. Imagine standing in the center of a compass rose.
Each full turn (left or right) typically implies a 90-degree change in direction unless otherwise specified. In this problem, "right turn" and "left turn" mean a 90-degree turn in the respective direction.
Solving direction and distance problems often involves tracking turns and movements systematically, sometimes by drawing a diagram, although for simple direction-only questions like this, tracking the direction mentally or with a table is sufficient.
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