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Mayank started driving from his office to the hotel. He drove 10 km towards north. From there, he turned right and drove 8 km. Then,
he turned right and drove 6 km. Again, he turned right and drove 5 km and reached his hotel. What is the shortest distance from the
office to his hotel?
5 km
9 km
2 km
6 km
- Mayank starts at his office and drives 10 km north.
- Then, he turns right (which means he heads east) and goes 8 km.
- Next, he turns right again (now heading south) and drives 6 km.
- He turns right once more (now heading west) and drives 5 km to reach the hotel.
- The positions can be visualized as: Starting at (0,0), he moves up to (0,10), right to (8,10), down to (8,4), and left to (3,4).
- The shortest distance from office (0,0) to hotel (3,4) is the straight-line distance, use Pythagoras: v(3² + 4²) = 5 km.
Correct Answer: Option 1 - 5 km
By: santosh ProfileResourcesReport error
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