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Kishan goes 30m North then turns right and walked 50m, then again turns right and walks 20m then again turns right and walks 50m. What is the distance of new position from original position?
  • a)
    5 m
  • b)
    10 m
  • c)
    15 m
  • d)
    20 m
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Kishan goes 30m North then turns right and walked 50m, then again turn...

Starting point = A
Ending point = E
Required distance AE = AB – BE
= 30 – 20 = 10 m
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Most Upvoted Answer
Kishan goes 30m North then turns right and walked 50m, then again turn...
Understanding the Movement
Kishan's movement can be broken down step by step to visualize his path and final position.
Step 1: Initial Movement
- Kishan starts at the original position (let's call it point O).
- He moves 30m North to reach point A.
Step 2: First Turn
- Kishan now turns right (facing East) and walks 50m to reach point B.
Step 3: Second Turn
- He then turns right again (now facing South) and walks 20m to reach point C.
Step 4: Final Turn
- Finally, Kishan turns right one last time (now facing West) and walks 50m to reach point D.
Visualizing the Path
- From point O (starting position) to point A (30m North).
- From point A to point B (50m East).
- From point B to point C (20m South).
- From point C to point D (50m West).
Calculating the Final Position
- After the last movement, point D is directly 10m South of point A (because he moved 20m South from point B, which is at the same East-West level as point A).
- Therefore, point D is 20m North of the original position O (the starting point).
Finding the Distance
- The straight-line distance between point O and point D is 10m South.
Thus, the distance from the original position to the new position is 10m, confirming that the correct answer is option B.
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Kishan goes 30m North then turns right and walked 50m, then again turns right and walks 20m then again turns right and walks 50m. What is the distance of new position from original position?a)5 mb)10 mc)15 md)20 mCorrect answer is option 'B'. Can you explain this answer?
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