top button
Flag Notify
    Connect to us
      Site Registration

Site Registration

What is the length of the path they have traveled at the moment they reach each other?

+1 vote
298 views

Consider four (dimensionless) flies, two males and two females. They are situated at the corners of one square meter. Every fly tries to reach the male/female fly in front of her/him. Their initial situation is visualized in the picture. Since the flies are flying towards another, they will meet each other at a certain time in the center of the square.

posted Jun 26, 2014 by Vrije Mani Upadhyay

Share this puzzle
Facebook Share Button Twitter Share Button LinkedIn Share Button

1 Answer

0 votes

Because all flies constantly fly perpendicular to another fly, they all travel the shortest distance to each other, which is 1 meter (all flies make a kind of spiral flight to the center of the square, and during this flight, the flies constantly form a square until they meet in the center).

Conclusion: The flies all travel 1 meter.

answer Jul 1, 2014 by Vrije Mani Upadhyay



Similar Puzzles
+3 votes

Consider a road with two cars at a distance of 100 kilometers which are driving towards each other. The left car drives at a speed of forty kilometers per hour and right car at a speed of sixty kilometers per hour. A bird starts from the location of right car and flies at a speed of 80 kilometers per hour. When it reaches the left car, it turns its direction, and when it reaches the right car, it turns its direction again to the opposite, etc. Check the figure for the details

Car&bird

Now the question is what is the total distance that the bird has traveled at the moment that the two cars have reached each other?

0 votes

Two trains 132 metres and 108 metres in length are running towards each other on parallel lines , one at the rate of 32 km per hour and another at 40 km per hour .
In what time will they be clear of each other from the moment they meet ?

0 votes

Rohit has 6 wooden sticks of equal length.
He wants to join all of them in such a way that they make a regular polygon.
At what internal angle he has to join wooden stick with each other?

0 votes

A boy started from one corner of a rectangular path and walks along the adjacent sides to reach opposite corner.
If he had walked through a shortest distance diagonally, he could have saved the distance equal to five-sixth of the shortest side a park, then what is the ratio of a longest side to the shortest side?

...