0. Whatever the denominator - unless the denominator is also 0 in which case the fraction is undefined.
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zero.
Zero can be neither the numerator nor the denominator of a fraction.
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.
Yes, it is possible to get zero when dividing the numerator of an improper fraction by the denominator. This would occur when the numerator is already zero, regardless of the value of the denominator. In this case, the result of the division would be zero.
It is 11/25 and you can multiply the numerator (top) and the denominator (bottom) of the fraction by any non-zero integer to give you an equivalent fraction.