why 0/0 is not = 1 ? explain.
is ∞ = ∞^2? are these equal?
Yes, ∞ = ∞^2. See source.
Suppose 0/0=1
Then
1 = 1
1/1 = 1
1/1 * 0 = 1*0
(1*0)/(1*0) = 0
0/0 = 0
1 = 0
If 0/0 = 1 then it would "break" mathematics :-)
yes infinity equals infinity squared, in theory, since both are infinity.
0/0 does not equal one, we consider it to be "indefinite" because 0 can essentially go into 0 any number of times
â means a number without limit so â^2 isn't a meaningful term.
0/0 is indeterminate. I recommend going to this link to read about indeterminate form:
http://en.wikipedia.org/wiki/Indeterminate_form
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Verified answer
Yes, ∞ = ∞^2. See source.
Suppose 0/0=1
Then
1 = 1
1/1 = 1
1/1 * 0 = 1*0
(1*0)/(1*0) = 0
0/0 = 0
1 = 0
If 0/0 = 1 then it would "break" mathematics :-)
yes infinity equals infinity squared, in theory, since both are infinity.
0/0 does not equal one, we consider it to be "indefinite" because 0 can essentially go into 0 any number of times
â means a number without limit so â^2 isn't a meaningful term.
0/0 is indeterminate. I recommend going to this link to read about indeterminate form:
http://en.wikipedia.org/wiki/Indeterminate_form