You Have 14 Brown Socks, 14 Blue Socks And 14 Black Socks In Your Sock Drawer Riddle Ever: Can You Solve This Tricky Riddle?

by Roselet Sheena Merli | Updated December 15, 2020

social social social social You Have 14 Brown Socks, 14 Blue Socks And 14 Black Socks In Your Sock Drawer Riddle Ever: Can You Solve This Tricky Riddle?

You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle: Who doesn't love brain teasers and challenging riddles? If you think you’re already a pro at solving tricky riddles, put yourself to the test with these and find out! (Don't worry, answers are included). Read throughout the article You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle and find the right answer for the same. Solve the riddle given here, You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle and challenge your friends and family. You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle is very interesting.

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Here is the You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle for you!

Read the You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle given below and to solve the puzzle. It’s really fun! 

You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer. How many socks must you remove (without looking to be sure) to have a matched pair?

Can you guess the riddle?

What is the answer to the Riddle?

Check whether the answer you guess is what given below:

The answer for You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle is “Four.”

Explanation

Here’s your same question in more generic terms: You have socks in a drawer. There are n colors of socks in the drawer. There are {m1, m2, m3, … mn} socks of each color in your drawer, where at least one of {m1, m2, m3, … mn} is greater than 1. You can’t look in the drawer. How many socks must you remove in order to have a matched pair?

Since you didn’t specify what color the matched pair had to be, you have to pull out a lot fewer socks. You could pull out 2 socks and have them both be the same color. It’s likely for all n > 1 that you’ll pull out 2 socks of 2 different colors, so you’ll need to pull out more than 2 socks. In fact, since you’re not worried about the color of the socks, only that they’re the same color, you need to pull out n + 1 socks, because each sock must be one of n colors, since there are n colors of socks in the drawer.

 

You have 14 brown socks, 14 blue socks and 14 black socks in your sock drawer Riddle - FAQ

1. A girl has as many brothers as sisters, but each brother has only half as many brothers as sisters. How many brothers and sisters are there in the family?

Four sisters and three brothers

2. Forward I am heavy, but backward I am not. What am I?

The word “not”

3. I am a word that begins with the letter “i.” If you add the letter “a” to me, I become a new word with a different meaning, but that sounds exactly the same. What word am I?

Isle (add “a” to make “aisle”)

4. What breaks yet never falls, and what falls yet never breaks?

Day, and night

5. Speaking of rivers, a man calls his dog from the opposite side of the river. The dog crosses the river without getting wet, and without using a bridge or boat. How?

The river was frozen.


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