1/0 is the largest possible quantity, while 0 is the smallest.
But 1/0 does not equal ♾️, just +/-1/x as a limit, as x approaches 0 !
(1/0) is the same as (-1/0)
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#4
arthie935 wrote:
Cool!
Thank you.
Google ain't feeling me.
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#5
Intellectual_26 wrote:
1/0 is the largest possible quantity, while 0 is the smallest.
But 1/0 does not equal ♾️, just +/-1/x as a limit, as x approaches 0 !
I believe that this is a "Theoretical Novelty,"...In Mathematics!
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#6
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#7
"No, 1/0 is not infinity. Division by zero is undefined in mathematics, meaning it is not a real number and it doesn't have a numerical value. The reason for this is that dividing any number by zero gives an infinitely large result, which is not a real number and cannot be represented in most mathematical systems."
They don't mention if the result is Negative or Positive, as I do.
@Intellectual_26
Does “|z X w|=|z| X |w|” for all complex numbers z and w (don’t equal 0)?
And if so, why?
Does “|z X w|=|z| X |w|” for all complex numbers z and w (don’t equal 0)?
And if so, why?
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#9
Lincoy3304 wrote:
@Intellectual_26
Does “|z X w|=|z| X |w|” for all complex numbers z and w (don’t equal 0)?
And if so, why?
Does “|z X w|=|z| X |w|” for all complex numbers z and w (don’t equal 0)?
And if so, why?
[1/0] does not equal [1]/[0] as [1]/[0] can be negative as well, since 0 has that numerical duality.
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#10
1/0=-1/0=i/0=-i/0
The Absolute Value of each is Infinity.
That's the closest we can get to Infinity as a number
In my basic understanding of what you’re saying, do you mean that the closer the divisor gets to 0, the closer the quotient gets to infinity?
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#12
Stock_Fish109 wrote:
In my basic understanding of what you’re saying, do you mean that the closer the divisor gets to 0, the closer the quotient gets to infinity?
Yes, Sir.
That is one of the things I have pointed out.
Intellectual those bars don’t mean absolute value. They mean the magnitude. You’re wrong, try again
And z and w do NOT equal 0, a pure imaginary number, or a pure real number
@MelvinGarvey
1.) Smallest does not mean less than. Think of it as the absolute value of x is closer to zero.
2.) Dividing by one would be dividing by nothing, because everything is divided by one. However, if you divide by something smaller than one, the numerator increases by a large factor. For example, dividing by 0.1 is the same as multiplying by 10. If you divide by the smallest quantity, it seems to make sense that it would produce the largest result, but since 0 is neither positive nor negative, most professional mathematicians define it as indeterminate.
1.) Smallest does not mean less than. Think of it as the absolute value of x is closer to zero.
2.) Dividing by one would be dividing by nothing, because everything is divided by one. However, if you divide by something smaller than one, the numerator increases by a large factor. For example, dividing by 0.1 is the same as multiplying by 10. If you divide by the smallest quantity, it seems to make sense that it would produce the largest result, but since 0 is neither positive nor negative, most professional mathematicians define it as indeterminate.
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#16
|1/0|=♾️, but (1/0) equals the Infinite [infinity, -infinity, infinity i, -infinity i, etc...]
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#17
Intellectual_26 wrote:
1/0=-1/0=i/0=-i/0
The Absolute Value of each is Infinity.
That's the closest we can get to Infinity as a number
This;
[1/0]
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For it is true that, (1/0)+(1/0)=(0+0)/(0*0)
Which also equals (1/0)+(-1/0) which equals (1*0)+(-1*0)/(0/0)