why 1/ 0 = infinitive
u cant divide by zero so so it not a real solution
why we cant divide by zero?
there is nothing that gives you the answer dividing by zero
In the natural numbers, integers and real division by zero does not have a defined value, because for every number n, the product N* 0 = 0, so that the 0 has no multiplicative inverse. In other mathematical bodies may exist divisors of zero, however, they appear when the zero is the dividend, not a divider.
you could also think of it like this 0 multiplied by what number gives you 1 and the answer is none so there is nothing you can divide by zero that gives you 1
x power 0 = 1 how come?
It is the Definition of Zero Exponents\[a ^{0}=1, a \neq0\]
can u proof it?
I can not prove. It is given in algebra as a rule. To find the proof would mean hanging out in the science library of a state college and finding a good book or two.
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