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LOCK I DUN LIKE ZERO


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Yes' date=' but the calculator says 0^0 = Domain error. And it says error on the table at X = 0 when I graph 0^X. I need a why!

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You cannot graph 0^X because any X value will remain 0

 

Remember, 0^X is just 0*0*0*0*0*0................X number of times, and that's still going to be 0 at the end, so there's literally no graph

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Ugh...

 

2^0 is 1

 

How did we arrive at this?

 

When you raise something to a power of 0' date=' you are arriving at one, all the time. This is because you are multiplying by the multiplicative inverse.

 

2^0 = 2 x 1/2 = 1

 

But 0 is the exception to the rule.

 

0^0 = 0 x 0/0 = 1

 

You are taking 0 and multiplying it by 0 divided by 0, the inverse. That would get you to an answer of 0/0, which is undefined.

 

No matter what number you multiply 0 by, you will NEVER get 1. So 0^0 is undefined.

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It's saying that, by the exponent rule in division, 0^0 can be written as 0^2/0^2 because 2-2 = 0. However, this problem is undefined because 0^2 = 0 and places 0 in the denominator.

 

OK next question. Not math, but how do we stop a meteor from hitting the Earth if a failure to do so would end all life on Earth?

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