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The difference between two negative numbers is negative if the second number ( the number you are subtracting from the first) is less in value than the first.

For example (-3) - ( -2) = -3 + 2 = -1

(-3) - (-4) = -3 + 4 = + 1

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Q: The difference between two negative numbers is negative if?
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Is the difference between two rational Numbers always negative?

No.


Is the difference of two positives a positive?

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How do you teach the difference between negative numbers?

Put all the numbers - zero, positive, negative - on a number line. Positive numbers to the left, negative numbers to the right. The difference between any two numbers is represented by the distance between them. Thus putting numbers on a number line is a great visualization tool.


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What do you get when you subtract a negative and a positive?

You get the difference between the sizes of the two numbers without regard for their sign, and the difference has the same sign as the larger of the two original numbers.


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What is a subtraction problem in which the difference between two negative numbers results in a positive number?

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Is the difference of two whole numbers always a whole number?

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