Prove that 1/0×0 is equal to 1 and if not prove why not?
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Prove that 1/0×0 is equal to 1 and if not prove why not?
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Answer:
It is impossible because anything multiplied or divided by 0 is 0 only.
First of all let's have a look at a few fundamental formulae of mathematics.
Let n be a real number
n/0 = infinity (undefined)
n×0 = 0
Infinity × 0 = infinity (undefined)
(1/0) × 0 =
infinity × 0 =
Infinity (undefined)
:-)