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**a girl has as many brothers as sisters riddle**

**a girl has as many brothers as sisters riddle**

Everyone loves to solve riddles and teasers. Recently, that’s what happened on the internet and social media. The nerds, geeks and just about everyone who loves a good riddle was forced to confront “**a girl has as many brothers as sisters riddle**“. We are going to share it below and implore you to put on your thinking cap and come up with the correct answer.

(Don’t worry, “**a girl has as many brothers as sisters riddle**” answer is included.)

**a girl has as many brothers as sisters riddle**

**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?**

Ever since this riddle “**a girl has as many brothers as sisters**” appeared online, many have tried to answer it and only few have been able to get its answer right.

you all been stuck on this riddle “**a girl has as many brothers as sisters**” for so long 😭…

**a girl has as many brothers as sisters riddle answer :**

The correct answer to **a girl has as many brothers as sisters riddl**e is:

**4 daughters (sisters) and 3 sons (brothers).**

**Logical explanation :**

A young lady has the same number of siblings as sisters:

If one of the little girls check her siblings, she would tally – 3 sisters (3 remaining daughters in the family) and her 3 siblings (3 sons in the family).

In this way, it offers the expression genuine that the young lady has the same number of siblings as sisters.

Every brother has just half the same number of brothers as sisters.

This implies, when one of the sons tally his siblings, it would be 2 brothers(staying 2 sons of the family) and 4 sisters (All 4 daughters the family). 2 is half of 4. It consents to the condition that every sibling has just half the same number of brothers as sisters.

**Mathematical explanation :**

From the reference frame of one of the sisters, there are n sisters and n brothers.

However, from the reference frame of a parent, we see the sister did not include herself in the counting.

This means that there are n boys and n+1 girls.

From the reference frame of one of the brothers, there are n-1 brothers (since he wouldn’t count himself), and n+1 sisters. Also, each brother sees k brothers and 2k sisters.

As a result, we can combine these deductions to create the equation 2(n-1) = n+1. Solving, we find n=3.

Final Answer: There are **3 brothers and 4 sisters.**

Leave a comment if you ACTUALLY got the correct solution before reading the complete article, or if you have an other answer for this riddle. And let us know if you’ve heard of any other great riddles!

Be sure to share this awesome riddle** **with your family and friends on social media to see if they can answer it.

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