1)There are infinite black and white dots on a plane. ...
2)Can you tell me the 15 errors in the code you just created? ...
3)How can you drop two eggs the fewest amount of times, without them breaking? ...
4)What has changed in this room since you walked in? ...
5)Prove to me that you're honest – in one minute.
Answers
1. There are infinite black and white dots on a plane. ... If all black dots happen to be on the line and white dots on the line (and the rest of the plane is neither white nor black), there is no such pair.
2. It might be quite surprising to know that the most asked question in the world is “what is my ip”
3. Start from ground floor and keep going up until the egg breaks at floor X.
Solution is very inefficient, in case the egg doesn't break till the 99th floor. ...
Start from the 10th floor and go up to floors in multiples of 10.
We need to minimize this worst-case number of drops. ...
If n =100, then m would be \ceil13.
4. Maybe a person increased or 1 person is now at all there
5. Truth Be Told: 13 Ways to Demonstrate Honesty
Think before you speak.
Say what you mean and mean what you say.
Bend over backward to communicate in an open and honest fashion.
Simplify your statements so that everyone clearly understands your message.
Tell it like it is rather than sugarcoating it.
Present both sides of each issue to engender objectivity
Explanation:
2 ) <font>/ , </ br > , < H/>
3) Dropping the egg in the water