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Manish walks 21 meter to the south direction and turns to his right and walks 19 meter. Then he turns to his left and walks 11 meter. After that he turns to his left and walks 19 meter. How far is he from his starting point?
  • a)
    32 meter
  • b)
    33 meter
  • c)
    58 meter
  • d)
    19 meter
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Manish walks 21 meter to the south direction and turns to his right a...
21+11=32m
Hence, the correct option is (a).
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Most Upvoted Answer
Manish walks 21 meter to the south direction and turns to his right a...
Steps to solve the problem:
1. Initial Movement:
Manish walks 21 meters to the south direction.
2. First Turn:
He turns to his right and walks 19 meters.
3. Second Turn:
Manish turns to his left and walks 11 meters.
4. Final Turn:
He turns to his left again and walks 19 meters.

Calculating the final distance:
To find out how far Manish is from his starting point, we need to calculate the net displacement.
- Displacement in the east-west direction = 19 meters (towards east) - 0 meters (no westward movement) = 19 meters
- Displacement in the north-south direction = 0 meters (no northward movement) - 21 meters (towards south) = -21 meters
Now, we can use the Pythagorean theorem to calculate the net displacement:
Net displacement = √[(19)^2 + (-21)^2] = √[361 + 441] = √802 ≈ 28.3 meters
Therefore, Manish is approximately 28.3 meters away from his starting point.

Final Answer:
The closest option is 32 meters, so the correct answer is option A) 32 meters.
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Manish walks 21 meter to the south direction and turns to his right and walks 19 meter. Then he turns to his left and walks 11 meter. After that he turns to his left and walks 19 meter. How far is he from his starting point?a)32 meterb)33 meterc)58 meterd)19 meterCorrect answer is option 'A'. Can you explain this answer?
Question Description
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