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Describe a situation in which the expression -15/(-5) could be the quotient?

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Final answer:

The expression -15/(-5) would likely represent a situation where a negative quantity is being distributed over a negative number of groups, leading to a positive quotient. For example, dividing a debt of $15 over 5 debt holders with opposing agreements results in each owing $3.

Step-by-step explanation:

A situation in which the expression -15/(-5) could represent the quotient is when you have a negative amount of something that is being equally distributed into a negative number of groups. For example, if you had a debt of 15 dollars and you wanted to split this debt equally amongst 5 debt holders, each with an opposing debt agreement (-5), you would divide -15 by -5.

According to the multiplication rules for signs, when a negative number is divided by another negative number, the answer results in a positive sign. Therefore, the quotient of -15/(-5) is positive, as two negatives cancel each other out in a division, just as they do in multiplication. So the answer to -15/(-5) would be +3, meaning each debt holder takes on a debt of 3 dollars.