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zeromodz
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There are an infinite amount of zero's that can go into 1, therefore we can say 1 / 0 = infinity, but it is useless to say that because infinity isn't a number. That is why we say the answer is undefined. It is also useless to say it "equals" infinity because you cannot get to infinity. We should say it "approaches" infinity. But in reality, if you were to divide by zero it would yield to infinity.
Agree or disagree? and why?
Me and my peers are disputing this.
Background:
Agree or disagree? and why?
Me and my peers are disputing this.
Background:
Blog Insight: Division by zeroIn mathematics, division by zero is undefined. You cannot divide any number by zero, and there is no real number that can be a result of such an operation. In other words, 1 divided by 0, or any number divided by 0, has no meaningful value in standard arithmetic.
Dividing by zero can lead to mathematical inconsistencies and errors because it contradicts the fundamental rules of arithmetic. Therefore, when dealing with division, it's essential to avoid division by zero to ensure accurate and meaningful results.
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