Question

so, why is there no decision on what the value of 0^0 should be ?

http://tinyurl.com/3hy3fh3

vs

http://www.wolframalpha.com/input/?i=0^0

Answer 1

hmmm...

Answer 2

rules of exponents:\[\frac{x^{m}}{x^{m}} =x^{m-m}=x^{0}=1\]

Answer 3

so you believe google, not wolfram ?

Answer 4

you cannot have 0 in the denominator therefore its indeterminate

Answer 5

no i believe wolfram

Answer 6

google is wrong on this one :)

Answer 7

OK :)

Answer 8

amistre discussed the same thing once, but i don remember when

Answer 9

good question

Answer 10

Why not try it on a scientific calculator?