top button
Flag Notify
    Connect to us
      Site Registration

Site Registration

How is it possible to make the metal ring drop to the bottom of the bottle without touching the ring?

0 votes
603 views

Picture an empty wine bottle with a cork secured at the top in the usual way. Inside the bottle a metal ring hangs suspended by a string. How is it possible to make the metal ring drop to the bottom of the bottle without touching the ring, the thread, the cork, or the bottle while leaving the cork in place and intact?

posted Jun 30, 2015 by Nikita Sehgal

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

1 Answer

0 votes

Answer:
By using a magnifying glass and the sun's rays you could burn through the string and consequently cause the ring to drop to the bottom of the bottle

answer Sep 26, 2017 by Mogadala Ramana



Similar Puzzles
+1 vote

Picture an empty, clear wine bottle with a cork secured at the top in the usual way. Inside the bottle a metal ring hangs suspended by a string.
How is it possible to make the metal ring drop to the bottom of the bottle without touching the ring, the thread, the cork or the bottle?

0 votes

Tom wants to send Sally an expensive ring through the mail because they live thousands of kms apart. The only problem is that everything sent through the mail is stolen unless there is a lock put on it. Both Tom and Sally have plenty of locks and keys but they don't have any of the same locks or keys.

How can Tom send Sally the ring without it getting stolen?

0 votes

A pair of compasses draws a circle. How, without changing the radius, can you make it draw an oval? You have to fix a radius, then make one rotation from a fixed point to draw an oval where the curvature changes continuously all the way around the perimeter and the pencil produces a doubly symmetrical figure where one axis is more than the unaltered radius. How can it be done?

+1 vote

I possess two wires. Both of them have an inconstant thickness but both of them burns completely in sixty minutes. The problem is that I want to measure forty-five minutes while using these two wires.

How can I measure if cutting the wire in half is not possible due to non-homogeneous construction ?

...