Division By Zero Hypothesis
Name: Alf M.
Square root of -1 was undefined, then someone said
'what if we just let square root of -1 be defined as i' and imaginary
numbers were born.
The division of a real by zero is undefined. Has any work been done by
'what if we just let 1 divided by 0 be defined as x'?
Division by zero is often defined as infinity. Infinity divided by zero
is infinity-squared. For signs to be defined correctly, you must have a
+0 and a -0. This is often accomplished through the theory of
limits. The limit of x as x approaches zero from the negative side is
-0. The limit of x as x approached zero from the positive side is
+0. Higer level mathematics uses the concept of infinity quite often.
Dr. Ken Mellendorf
Illinois Central College
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Update: June 2012