Zero Exponent Law

More on Power...the zero exponent. This video explain what happens when you have zero as an exponent and some different notation with negative bases.

[flamingofiend]

Thank you for the clarification. I like your sense of humour too! xD

[alexmorgan]

Thank you! is there a difference in calling it an exponent or a power?

[TheMarijuanaMonk]

thank you kindly, this was very helpful to me and I am so grateful :D

[myrealityisbetter]

You’re saying brackets where they are parenthesis which is misleading. Brackets are absolute value, but your demo shows parenthesis and they don’t function the same. You would do what’s in parenthesis before brackets. The demo does help understand why exponent of zero equals one though and that’s the goal. So good job there.

[gillvereki]

Thanks very much bro..
Your video is very helpful

[justabunga]

That one should be any non-zero number raised to 0 power is always equal to 1. 0^0 is indeterminate.

[god.]

I don’t know who the fuck you are but I love you

[gabriele.gonzalez]

Who's Teacher is this? "See you in class"

[SauravKumar-vqhu]

Sir is there any proof that why the power 0 of the no. is always 1

[austinchandler]

I don't understand, why is it that when a negative number with brackets to the power of 0 equals 1 but a negative number without brackets to the power of 1 is -1?

[rhenzdoctor]

What about the decimal form of 7.002 × 10 exponent of 0?

[asemery]

What if the exponent were inside the bracket (-2°)

[keleabweldemariam]

thanks so much  bro I was very helpful

[TopCatMath]

One MAJOR error, you said any number to 0 is !. Should be any none zero value to zero is 1.

[prmi]

This doesn't really help to explain *why* any base to the power of zero is always 1, you just told us that any base to the power of zero is 1. I mean, if that statement is correct, we don't really need to spend 2 minutes plus on different examples to prove the statement, but it would be useful to know *why* this statement is indeed a fact. Regardless, thank you for the video.

[MirageEspejismo]

Thanks for the tip. Super helpful! (Subscribed)=1. LOL, see what I did there 😉

[shadexdemarr]

You showed many 'examples' but never covered the how or why the result is 1.

[jammerules]

You, sire, are wrong — Zero to the power of zero is zero.