Adding & Subtracting Integers A Flashcards

0
Q

-7 + 11 =

A

4

addition rule #2

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1
Q

4 + (-7) =

A

-3

addition rule #2

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2
Q

-8 + (-5) =

A

-13

addition rule #1

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3
Q

-9 - 7 =

A

-16

subtraction rule, addition rule #1

-9 + (-7) = -16

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4
Q

7 - 13 =

A

-6

subtraction rule, addition rule #2

7 + (-13) = -6

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5
Q

-12 - (-6) =

A

-6

subtraction rule, addition rule #2

-12 + 6 = -6

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6
Q

9 + (-8) =

A

1

addition rule #2

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7
Q

-14 - (-6) =

A

-8

subtraction rule, addition rule #2

-14 + 6 = -8

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8
Q

-4 + (-9) =

A

-13

addition rule #1

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9
Q

8 - (-9) =

A

17

subtraction rule, addition rule #1

8 + 9 = 17

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10
Q

-10 + 6 =

A

-4

addition rule #2

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11
Q

-5 + (-7) =

A

-12

addition rule #1

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12
Q

6 - 15 =

A

-9

subtraction rule, addition rule #2

6 + (-15) = -9

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13
Q

-2 + 12 =

A

10

addition rule #2

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14
Q

6 + (-5) =

A

1

addition rule #2

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15
Q

-3 - 7 =

A

-10

subtraction rule, addition rule #1

-3 + (-7) = -10

16
Q

-8 + (-7) =

A

-15

addition rule #1

17
Q

9 - (-2) =

A

11

subtraction rule, addition rule #1

9 + 2 = 11

18
Q

8 - 9 =

A

-1

subtraction rule, addition rule #2

8 + (-9) = -1

19
Q

16 - 7 =

A

9

subtraction rule, addition rule #2

16 + (-7) = 9

20
Q

-5 - (-8) =

A

3

subtraction rule, addition rule #2

-5 + 8 = 3

21
Q

-9 + (-8) =

A

-17

addition rule #1

22
Q

When do you use addition rule #1?

A

Use addition rule #1 when you are adding numbers with the same sign.

Ex. 5 + 6 = 11 Or -5 + (-6) = -11

23
Q

When do you use addition rule #2?

A

Use addition rule #2 when you are adding numbers with different signs.

Ex. -3 + 9 = 6 Or 3 + (-9) = -6

24
Q

What do you change when using the subtraction rule?

A

Change the subtraction problem to addition and change the sign of the second number.

Ex. 1 Change 7 - 15 = to 7 + (-15) = -8

Ex. 2 Change -2 - (-10) = to -2 + 10 = 8

25
Q

When using addition rule #2, what tells you the sign of the answer?

A

The sign of the answer will be the sign of the “bigger” number (more precisely, the number with the greater absolute value).

Ex. In the problem -8 + 5 = the answer will be negative because -8 has a greater absolute value than 5.

26
Q

What do you get when you add any number to its opposite number?

A

Zero.

a + (-a) = 0 (where a is any number)