WorksheetsAdding Integers Concept Practice
Total questions: 15
Worksheet time: 19mins
When you have the SAME number of POSITIVES and of NEGATIVES, you can cancel them out by making a
" ________ ________ "
EXAMPLE: 5 + (-5)
(a)
Which pattern applies to this problem:
-6 + (- 4) =
Same sign: ADD and KEEP
Different sign: SUBTRACT, KEEP the SIGN of the one with MORE
This problem is impossible
Find the solution:
-6 + (- 4) =
(a)
Which pattern applies to this problem:
13 + (- 2) =
Same sign: ADD and KEEP
Different sign: SUBTRACT, KEEP the SIGN of the one with MORE
This problem is impossible
Find the solution:
13 + (- 2) =
(a)
Which pattern applies to this problem:
-84 + 22 =
Same sign: ADD and KEEP
Different sign: SUBTRACT, KEEP the SIGN of the one with MORE
This problem is impossible
Which pattern applies to this problem:
-5 + 11 =
Same sign: ADD and KEEP
Different sign: SUBTRACT, KEEP the SIGN of the one with MORE
This problem is impossible
Find the Solution:
-5 + 11 =
-16
6
16
-6
Which pattern applies to this problem:
134 + 76 =
Same sign: ADD and KEEP
Different sign: SUBTRACT, KEEP the SIGN of the one with MORE
This problem is impossible
Will the answer be positive or negative:
27 + (- 29) =
Positive answer
Negative answer
This problem is impossible
Select all the problems where the answer will be POSITIVE:
-5+(-11)
8+(-3)
4+12
-15 + 17
Select all the problems whose answer will be NEGATIVE:
7+ (-3)
-9 + (-2)
17+(-14)
-8 + 5
Find the solution:
-50 + 30
(a)
Which pattern applies to this problem:
-50 + 30 =
Same sign: ADD and KEEP
Different sign: SUBTRACT, KEEP the SIGN of the one with MORE
This problem is impossible
How well do you feel you understand the patterns for ADDING INTEGERS?
I don't understand AT ALL!
I am still a bit confused and need help
I kind of get it, but need more practice
I've got this! I am ready to take a quiz on my own!
