Understanding Negative Fractions

This video tutorial explains how to write negative fractions by viewing them as division problems. It covers the placement of negative signs in fractions, whether with the numerator, denominator, or the entire fraction, and demonstrates that all these forms yield the same result. The tutorial also addresses common mistakes and provides examples, including cases where the result is not a whole number. By the end, viewers will understand the equivalence of different negative fraction representations.

What happens when you divide a positive number by a negative number?

• The quotient is zero.

• The quotient is undefined.

• The quotient is positive.

• The quotient is negative.

In the fraction -8/4, where can the negative sign be placed?

• Only with the numerator.

• Only with the denominator.

• With either the numerator or the denominator.

• It cannot be placed with the fraction.

What is the result of 8 divided by -4?

• -2

• -4

• 2

• 4

How can the fraction -2/3 be expressed?

• With the negative sign in the numerator, denominator, or in front of the fraction.

• With the negative sign only in the denominator.

• With the negative sign only in front of the fraction.

• With the negative sign only in the numerator.

If p and q are integers, which of the following expressions are equivalent?

• -p/q, p/-q, and -p/q

• -p/q, -p/q, and p/-q

• -p/q, -p/q, and p/q

• -p/q, p/-q, and -p/-q