Math Vocab Chapter 4 January 2025 Flashcards

1
Q

What is an additive inverse?

A

Finding sums with negative numbers, which involve movement to the left. Example: the additive inverse of 4 is 004, because 4 + (- 4) = 0.

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2
Q

The length of each arrow is the absolute value of the number it
represents. True or false?

A

True.

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3
Q

When you add integers with the same sign, you ________ the absolute values of the integers. Then use the common sign.

A

Add.

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4
Q

When you add integers with different signs, you _________ the lesser absolute value from the greater absolute value. Then use the sign of the integer with the greater absolute value.

A

Subtract.

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5
Q

Additive inverse property - The sum of a number and its additive inverse, or opposite, is equal to _____.

A

Zero.

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6
Q

The sum of two negative integers is ________ (always/sometimes/never) negative.

A

Always.

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7
Q

The sum of an integer and its absolute value is always 0. True or False?

A

False. Absolute value ≠ 0.

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8
Q

Additive inverse - adding opposites will equal to _________.

A

Zero.

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9
Q

To subtract an integer, you ____________.

A

Add its opposite.

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10
Q

The rule for subtracting two integers p and q
implies that what?

A

p − q = p + (−q).

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11
Q

When multiplying integers with the same sign, the product of two integers with the same sign is _______.

A

Positive.

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12
Q

The product of two integers with different signs is _________.

A

Negative.

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13
Q

The product of three positive integers is positive. True or false?

A

True. P x P x P = P.

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14
Q

The product of three negative integers is positive. True or false?

A

False. N (N) = P (N) = N.

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15
Q

The quotient (division) of two integers with the same sign is ______.

A

Positive.

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16
Q

The quotient of two integers with different signs is ________.

A

Negative.

17
Q

Equations and expressions both have an equal symbol. True or false?

A

False. Expressions have equal symbols but expressions do not.

18
Q

You can also use the order of operations to evaluate numerical expressions involving integers. True or false?

A

True.