positiveExample: 6 + 4 = 10
adding integers w/SAME sign: positive + positive = ________(+ or -)
negativeExample: (-6) + (-4) = (-10)
adding integers w/SAME sign: negative + negative = ________(+ or -)
add "absolute values," keep sign of number with largest "absolute value
Rule for Adding Integers w/ DIFFERENT sign:We determine the sign (+ or -) by ... ________
Change subtraction to addition by "adding the opposite.
Rule for Subtracting Integers
Add the numbers, keep the sign
Rule for Adding Integers w/ SAME sign:answer will be _________(+ or -)
positiveExamples:(-6) * (-2) = 126 * 2 = 12
Rule for Multiplying Integers w/ SAME sign:answer will be _________(+ or -)
negativeExample:(-6) * (2) = 12
Rule for Multiplying Integers w/ DIFFERENT signs:answer will be __________ (+ or -)
positiveExamples: (-6) / (-2) = 36 / 2 = 3
Rule for Dividing Integers w/ SAME sign:answer will be _______(+ or -)
negativeExamples:(-6) / 2 = (-3)6 / (-2) = (-3)
Rule for Dividing Integers w/ DIFFERENT sign:answer will be _______(+ or -)
15
5 x 3 =
24
(-6) x (-4)=
21
15 - (-6)=
(-33)
(-43) + 10 =
(-66)
(-22) + (-44)=
100
25 x 4=
(-25)
50 / (-2)=
6
12 / 2 =
30
15 + 15=
(-30)
(-15) + (-15)=
0
(-15) + 15=
200
100 - (-100)=
5
(-25) / (-5)=
40
14 + 26=
(-12)
14 + (-26)