What is the 0th Root of 0?

Sure, pal.
But I smell a rogue.

If you can follow this, then you don't need me.
https://en.m.wikipedia.org/wiki/Indeterminate_form

you sure abt that? For reasons.

x ^0 = 1 right?
Yes, but only if x is not 0, infinity y, or (1/infinity) y.
For any number, y.
Why are you Trolling, Sir?

x ^0 = 1 right?
Yes, but only if x is not 0, infinity y, or (1/infinity) y.
Why are you Trolling, Sir?
I'm not trolling, I asked a question, that is why there is a question mark at the end of my statement.

x ^0 = 1 right?
Yes, but only if x is not 0, infinity y, or (1/infinity) y.
Why are you Trolling, Sir?
I'm not trolling, I asked a question, that is why there is a question mark at the end of my statement.
You could deduce it yourself, without checking with me, first.

You should be able to deduce if they are 'making up things' or not.

But zeroth how good you are... in chess?
How do I put this..?
When I was in 5th Grade I Mastered beating as White everyone with 1) e4 2) Bc4 3) Qf3 4) Qxf7
But I did not figured out what I have about "Indeterminate Forms" before reading a Calculus text book in my 20's. I don't know.
I figured out in 2nd or 4th Grade that 10,000x10,000 is 100,000,000 by counting the 0's.

But zeroth how good you are... in chess?
How do I put this..?
When I was in 5th Grade I Mastered beating as White everyone with 1) e4 2) Bc4 3) Qf3 4) Qxf7
But I did not figured out what I have about "Indeterminate Forms" before reading a Calculus text book in my 20's. I don't know.
I figured out in 2nd or 4th Grade that 10,000x10,000 is 100,000,000 by counting the 0's.
It's a mystery to me, why no one figured how to beat that 4 Move Masterpiece until I was in 8th Grade.
The 0 Root of 0, is the quantity that when raised to the power of 0, equals 0.
That is 0^0, which is 0 (And every other imaginable quantity!)