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Question

In the morning X and Y are walking towards each other in a park. When they meet, Y's shadow' falls upon X. In which direction was X facing?

This question was previously asked in
RRB ALP/Technician 2018 CBT 2 Electronics Mechanic Question Paper (23-Jan-2019) (Shift 1)
The correct answer is

East

Understanding Morning Shadows and Directions

This question involves understanding how shadows are cast in the morning and using that information to determine a person's facing direction based on their relative position.

Let's break down the problem step-by-step:

Shadow Direction in the Morning

The direction of a shadow is determined by the position of the sun. In the morning, the sun rises in the East. Therefore, any object will cast a shadow directly opposite to the sun's position, which is towards the West.

  • Sun's position in the morning: East
  • Shadow direction in the morning: West

Analyzing the Meeting Point

The problem states that when X and Y meet, Y's shadow falls upon X.

  • Y's shadow is falling towards the West.
  • The fact that Y's shadow falls upon X means that X is located where Y's shadow is being cast.
  • Therefore, X is positioned to the West of Y at the meeting point.

We can visualize this:

Person Shadow Direction (Morning) Location of Shadow
Y West To Y's West

Since Y's shadow is to Y's West and X is in Y's shadow, X is to the West of Y.

Determining X's Facing Direction

X and Y are walking towards each other. When they meet, X is to the West of Y. For X to meet Y, X must have been walking towards Y's initial position (or towards Y's current position relative to X at the meeting point).

  • At the moment of meeting, X is to the West of Y.
  • This means Y is to the East of X.
  • Since X and Y walked towards each other, X must have been walking in the direction of Y.
  • Therefore, X must have been walking and facing towards the East to meet Y, who was located to X's East.

Let's summarize the logic:

  • Morning means shadows point West.
  • Y's shadow on X means X is West of Y at the meeting point.
  • For X to meet Y, X must walk towards Y.
  • If Y is East of X (because X is West of Y), X must walk East.
  • So, X was facing East.

Conclusion

Based on the analysis of shadow direction in the morning and the relative positions of X and Y when they meet, we can determine X's facing direction.

In the morning, shadows fall West. If Y's shadow falls on X, X is to the West of Y. To walk towards Y, who is to the East, X must be facing East.

Therefore, X was facing East.

Revision Table: Morning Shadow Concepts

Time of Day Sun's Position General Shadow Direction
Morning East West
Evening West East
Noon (approx.) South (in Northern Hemisphere) North (in Northern Hemisphere)

Additional Information on Direction and Relative Position

Understanding relative position is key in these types of problems. When we say "A is to the North of B", it means if you were standing at B, you would look North to see A.

Similarly, when we deduced that "X is to the West of Y" because Y's shadow (which is West of Y) falls on X, it means if you were at Y's position, looking West, you would see X.

Conversely, if X is to the West of Y, then Y must be to the East of X. If X was walking towards Y, X must be facing East.

These directional problems often require combining knowledge of celestial mechanics (sun's position) with relative positioning and movement.

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Similar Questions

  1. Johny starts from Point A and drives 6 km towards the North. He then takes a right turn, drives 17 km, turns right and drives 13 km. He then takes a right turn and drives 8 km. He takes a final right turn, drives 7 km and stops at Point P. How far (shortest distance) and towards which direction should he drive to reach Point A again? (All turns are 90 degrees turns only unless specified.)
  2. A taxi travels 7 km south, then turns towards the east and travels 5 km, then turns towards the north and travels 7 km and then turns to its left and travels 2 km. What is the location of the taxi now with respect to its starting position?
  3. Two fielders, I and J, start from the same point on a ground. I runs 20 m north and then turns towards the east and runs 35 m. He then turns to his right and runs 15 m. Meanwhile, J runs 30 m north and then turns right and runs 35 m. Where is J now with respect to I?
  4. A man walks 6 km towards north and turns left and walks 2 kms towards West. If he has started from point Z and reached point A, then what is the shortest distance between point Z and A.
  5. A village girl walks 3 km east starting from her home in search of water. She then turns south and walks 2 km, then she turns east and walks 7 km, then she turns to her left and walks 2 km. Where is her home with respect to her position now?
  6. Two village women M and N start walking from the same point. M walks 4 km west, then turns left and walks 2 km. Meanwhile N walks 6 km south, then turns west and walks 4 km, then turns left and walks 1 km. Where is N with respect to M?
  7. Two fielders, I and J, start from the same point on a ground. I runs 20 m north and then turns towards the east and runs 35 m. He then turns to his right and runs 15 m. Meanwhile, J runs 30 m north and then turns right and runs 35 m. Where is J now with respect to I?
  8. A man starts from ‘O’, travels 20 km towards East to reach point ‘A’, turns right and travels 10 km to reach point ‘B’, turns right and travels 9 km to reach point ‘C’, turns right and travels 5 km to reach point ‘D’, turns left and travels 11 km and stops for some time and travels 1 km to reach point ‘E’ and then turns right and travels 6 km to reach point ‘F’.
    What is the shortest distance between point ‘A’ and point ‘D’?

  9. Two workers K and L start walking from the same point. K walks 5 km North, then turns right and walks 2 km. Meanwhile, L walks 3 km West, then turns South and walks 4 km. Finally L turns left and walks 5 km. Where is K with respect to L?

  10. Sharad starts from Point Y and drives 9 km towards the South. He then takes a left turn, drives 19 km, turns right and drives 23 km. He then takes a right turn and drives 8 km. He takes a right turn and drives 17 km. He then turns left, drives 11 km, turns left and drives 6 km to stop at Point Z. How far (shortest distance) and towards which direction should he drive in order to reach Point Y again? (All turns are 90 degrees turns only unless specified)


Important Questions from Direction and Distance

  1. Johny starts from Point A and drives 6 km towards the North. He then takes a right turn, drives 17 km, turns right and drives 13 km. He then takes a right turn and drives 8 km. He takes a final right turn, drives 7 km and stops at Point P. How far (shortest distance) and towards which direction should he drive to reach Point A again? (All turns are 90 degrees turns only unless specified.)
  2. Town Q is to the east of Town P. Town R is to the south of Town Q. Town S is to the east of Town R. Town T is to the south of Town S. Town U is to the east of Town T. What is the position of Town U with respect to Town Q?
  3. Binoy starts from Point Y and drives 16 km towards the north. He then takes a right turn and drives 43 km, then turns right and drives 38 km. He then takes a right turn and drives 19 km. He takes a final right turn, drives 22 km and stops at Point Z. How far (shortest distance) and in which direction should he drive in order to reach Point Y again? (All turns are 90-degree turns only unless specified.)
  4. Himank starts from Point A and drives 13 km towards West. He then takes a left turn, drives 3 km, turns left and drives 16 km. He then takes a left turn and drives 6 km. He takes a final left turn, drives 3 km and stops at Point P. How far (shortest distance) and towards which direction should he drive in order to reach Point A again? (All turns are 90° turns only unless specified.)
  5. Shyam starts from Point A and drives 12 km towards east. He then takes a right turn,
    drives 7 km, turns right and drives 5 km. He then takes a left turn and drives 9 km. He
    takes a final right turn, drives 7 km and stops at Point P. How far (shortest distance) and
    towards which direction should he drive in order to reach Point A again? (All turns are
    $90^{\circ}$ turns only unless specified.)
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