# Dropping Eggs Puzzle For 2 Eggs and 100 Floors: Correct Answer Anyone?

A friend asked me this question, the other day -

There is a building of 100 floors If an egg drops from the **Nth** floor or above it will break. If it’s dropped from any floor below, it will not break.**You’re given 2 eggs. **Find N, while minimizing the number of drops for the worst case.

Also, what will be the answer when an **Infinite Number of eggs** are given?

Quite mind boggling this puzzle is! ð®

Wow this is a tough one! I am going to try coming up with a solution right now. Working this thing up on paper..

Can u explain these lines further"

Find N, while minimizing the number of drops for the worst case.

Also, what will be the answer when an **Infinite Number of eggs** are given?"

I think the question is inadequate

If two eggs are given, the worst case minimum number of drops will be higher if N is odd.

The number of drops needed in this case will be 1+((N+1)/2).

If N is even, then the number of drops will be 1+(N/2).

If the number of eggs is unlimited (not infinity!), then it appears that 7 drops should identify N.

To check the validity of 7 drops, I generated 10 random numbers between 1 and 100 and checked that all of them could be achieved with 7 drops.