I've shown the steps why 0^0 is 0/0. 0/0 is Indeterminate because it 0 goes into 0 no determined number of times but all.
I don't have to explain that however.
I've shown the steps why 0^0 is 0/0. 0/0 is Indeterminate because it 0 goes into 0 no determined number of times but all.
I don't have to explain that however.
Nope. That's never how it works.
If I talked just giggle gargle and you did not understand it, who's fault is it?
"0/0 are indeterminate forms. But just because they're both indeterminate doesn't mean they are the same or equivalent in every context.
For the second part:
The concept of infinity in mathematics is not a real number; it's an idea that represents something unbounded. As a result, operations using infinity are not straightforward.
Just like with"
"Operations using infinity are not straightforward"
Is moronic!
If x^0=x^(1-1)=(x^1)/(x^1)
Then 0^0=0/0
And infinity^0=infinity/infinity