Another puzzle for you guys. I know there are lot of puzzle enthusiasts out there.

This is an interesting puzzle related to understanding of circular motion. You can solve the puzzle by logic or having some basic mathematical understanding of circular motion. Try it out!

## Puzzle

Two creepers, one jasmine and the other rose, are both climbing up and round a cylindrical tree trunk. The jasmine twists clockwise and the rose anti-clockwise, and they both start at the same point on the ground. Before they reach the first branch on the tree the jasmine has made 5 complete twists and the rose 3 twists.

Not counting the bottom and the top, how many times do they cross?

I think it is important to mention that they both started and reached at same time otherwise it may happen the one who takes 3 twist will go faster and will never meet till end. so please kindly rectify the problem

Well, these are very tough!

total 8 time both creepers cross each other

Jasmine creeper crosses rose creeper once for each of its loops i.e. 5 times.

Rose creeper crosses jasmine creeper once for each of its loops ie 3 times.

Total 8 times. Excluding the top point of intersection, it is 7 times.

SEVEN:

let see how : 5 + 3 = 8

then 8-1=7

Twice

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