Close but no cigarFour
Wife calls up to her colourblind hubby, "can you bring me down a pair of socks please".
The problem is that all the socks are in a drawer, not paired up. And there are 10 black socks and 10 brown socks.
How many socks does the hubby have to take out of the drawer to guarantee that wifey gets a pair?
Whilst in the pub, celebrating his son's birthday, the father was asked when was his birthday. He answered thus:
"The day before yesterday I was 25 and the next year I will be 28. This is true only one day in a year."
You tell me, what day is my birthday?
Correct well done
Close but no cigarCould it be..
Jan 31[\spoiler]
Just read what I put. Didn't mean that month. Must have had a grey moment.Close but no cigar
Wife calls up to her colourblind hubby, "can you bring me down a pair of socks please".
The problem is that all the socks are in a drawer, not paired up. And there are 10 black socks and 10 brown socks and they have logos on them which go above the outside ankle bone.
How many socks does the hubby have to take out of the drawer to guarantee that wifey gets a pair?
Presume that means in each colour, you have 5 left socks and 5 right socks.Wife calls up to her colourblind hubby, "can you bring me down a pair of socks please".
The problem is that all the socks are in a drawer, not paired up. And there are 10 black socks and 10 brown socks and they have logos on them which go above the outside ankle bone.
How many socks does the hubby have to take out of the drawer to guarantee that wifey gets a pair?
Clever socksNo - it's 2 -as is the correct answer for the original question - even if you're colourblind you can distinguish between black and brown.
I got it wrong.Oliver > John > Thomas > Jacob
Correct!
Here's another:
In a game of Tug-o’-War, Oliver and John easily won over Thomas and Jacob. When Oliver and Thomas were a team, they could barely pull Jacob and John. When Oliver and Jacob played in a team against Thomas and John, the game ended in a draw. Can you name each person from strongest to weakest?
I got it wrong.
How did you work it out?