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Mohan’s house faces south. He steps out of his house and goes straight for 30 m. From there, he takes two successive right
turns and covers a distance of 6 m and 24 m, respectively. Finally, he takes a left turn and walks a distance of 2 m to reach a
grocery shop. What is the shortest distance between his house and the grocery shop?
12 m
6 m
8 m
10 m
- Mohan's house faces south. So, when he steps out, he goes in the south direction.
- He walks straight for 30 meters south.
- He then turns right, which means he turns towards the west, and walks 6 meters.
- He takes another right, heading north, and continues for 24 meters.
- Finally, taking a left means he turns towards the west again, walking 2 meters to reach the grocery shop.
- To find the shortest distance back to his house, we can consider the movements in a right-angle triangle context.
- The two effective displacements after his turnings are: 30 - 24 = 6 meters north-south and 6 + 2 = 8 meters east-west.
- The shortest distance is the hypotenuse of this right triangle: v(6² + 8²) = v(36 + 64) = v100 = 10 meters.
- Option 4 - 10 meters is the correct answer.
By: santosh ProfileResourcesReport error
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