why is a number divided by zero undefined but zero divided by a number is equal to zero?
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Answer:
We still have zero times x equals zero. But what I'm getting at is that it is the first part that is not being satisfied. Because what happens is that if we can say that zero, 5, or basically any number, then that means that that "c" is not unique. ... So zero divided by zero is undefined.
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Step-by-step explanation:
We still have zero times x equals zero. But what I'm getting at is that it is the first part that is not being satisfied. Because what happens is that if we can say that zero, 5, or basically any number, then that means that that "c" is not unique. ... So zero divided by zero is undefined.
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