Well, honey, if the numerator is a small number and the denominator is a big number, then that fraction is gonna be pretty darn close to zero. It's all about that ratio, sweetie. So, just keep an eye on those numbers and you'll see when that fraction is practically kissing zero goodbye.
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The numerator is "much smaller" than the denominator. "Much smaller" is subjective, but then so is "close to" in the question.
Zero can be neither the numerator nor the denominator of a fraction.
zero.
any fraction
The answer depends on the part of the question that is missing.
No. The reason you can multiply a fraction by (x/x) to find an equivalent fraction is because for almost any x, (x/x) = 1. This is not the case for zero. Zero divided by zero does NOT equal 1, so multiplying the fraction by a value not equal to 1 will create a different fraction.