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**how many 9s between 1 and 100 riddle**

**how many 9s between 1 and 100 riddle**

**how many 9s between 1 and 100 riddle** is one of the internet’s most baffling riddles for quite some time now. Here is a look at the **how many 9s are between 1 and 100** riddle answer with an explanation.

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 “**how many 9s between 1 and 100 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, “**how many 9s between 1 and 100 riddle**” answer is included.)

**how many 9s are between 1 and 100**

**How many 9 are there in between 1 and 100?****How many 9s between 1 and 100**?

Ever since this riddle “**how many 9s between 1 and 100**” 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 “**how many 9s are between 1 and 100**” for so long 😭…

**how many 9s between 1 and 100 riddle answer :**

The correct answer to “**how many 9s are between 1 and 100**” is: **TWENTY** (20)

As many riddles in our website, the answer is little bit tricky. At first you may think that the right answer is nine, and there’s only nine nine’s between one and hundred , because each ten of numbers only includes one entry that has a 9 in the ones-place.

But that is not the right answer, to answer this riddle you should look a little further though. All ones-place 9s count here, but so do all the tens-place 9s. Here is a list of every 9 that appears between 1 and 100:

- 9 => First nine
- 19 => Second nine
- 29 => Third nine
- 39 => 4th nine
- 49 => 5th nine
- 59 => 6th nine
- 69 => 7th nine
- 79 => 8th nine
- 89 => 9th nine
- 90 => 10th nine
- 91 => 11th nine
- 92 => 12th nine
- 93 => 13th nine
- 94 => 14th nine
- 95 => 15th nine
- 96 => 16th nine
- 97 => 17th nine
- 98 => 18th nine
- 99 => 20th nine [ there are two 9s here ]

As you can see in, There are 18 numbers that have one “9” in them, but there is an other number that has two 9s in it which is 99. Therefore, you have 18 (single 9s) plus 2 (double 9) for a total of 20 (Twenty).

So the right answer to “**how many 9s between 1 and 100 riddle**“ is : “**TWENTY**”.

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.

–**COMMENTS** / **REVIEWS**

If you want how many times the number 9 appears in between integers 1 to 100, then following are the two possibilities:

=>**Integer only:**

9,19,29,39,49,59,69,79,89,90,91,92,93,94,95,96,97,98,99

9 appears once in each of these 18 numbers and twice in the number 99. Therefore, there are twenty 9s in between 1 to 100

=>**All possible numbers (Real numbers):**

There will be 20 of the earlier ones plus there will be decimals like 1.999, 9.99, and many more. So there will be an **INFINITE** number of 9s in between 1 to 100.

Since you are counting 9s in in between 1 to 100. The answer that I’ll provide is about the digit 9 and not the number 9.

Now come to the counting:-

So first we have 9 9s from 9 to 89.

And then 9 9s from 90 to 98 and then 2 9s in 99.

So the total number of 9s between 1 and 100 are 9+9+2=20.

The correct answer is : **It depends**. it may be **once** or **twenty times** or **infinite times**

==> Assuming that your data set is only Integers and you want to know how many times does the digit 9 show up between 1 and 100 then the answer is 20.

==>Again with the assumption of Integers, if you want to know how many times does the number 9 appear then the answer is only once.

==> If you do not say anything about Integers then the answer is Infinite times. 0.999999999999, 9.9999999 …..

I can keep going. Only limit is your imagination.

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