How can it possibly equal 1 when there wasn't even a number in the first place.
Put on your worksheet that it is invalid and cannot be solved like that. :D:D
This is known as an "indeterminate" quantity........to see why
Note that
6/2 = 3 because the result * the denominator = the numerator
But
0^0 can be written as 0^(n - n) where n is an integer....and......
0^ (n - n) = 0^n / 0^n = 0 / 0
But notice
0/0 could equal any quantity because [any quantity] * the denominator of 0 = the numerator of 0
Thus.....we can't determine what 0^0 might be....