Rohit walked 25 m towards south. Then he turned to his left and walked...
Distance and Direction Problem: Rohit's Movement
Given information:
- Rohit walks 25m towards the south.
- He turns left and walks 20m.
- He turns left again and walks 25m.
- Finally, he turns right and walks 15m.
Calculating Rohit's position:
To determine Rohit's position after all the movements, we need to consider the directions and distances he walked.
Step 1: Rohit walks 25m towards the south.
This means he moves 25m in the opposite direction of the north.
Step 2: He turns left and walks 20m.
Since he turned left, his new direction is towards the east. He walks 20m in the east direction.
Step 3: He turns left again and walks 25m.
Again, he turns left, which means his new direction is towards the north. He walks 25m in the north direction.
Step 4: Finally, he turns right and walks 15m.
This time, he turns right, which means his new direction is towards the east. He walks 15m in the east direction.
Calculating the final position:
To find Rohit's final position, we need to add up all the distances covered in each direction.
- North: 25m (from step 3)
- East: 20m (from step 2) + 15m (from step 4) = 35m
Conclusion:
Therefore, Rohit's final position is 35m towards the east from the starting point. Hence, option A) 35m East is the correct answer.