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Transcript
Adding and Subtracting Integers Study Guide
Integers:
numbers.
are all whole numbers on the number line, including 0 and negative
Positive Numbers:
are all numbers that are greater then zero (+)
Negative Numbers:
are all numbers that are less then zero (-)
Below is a number line.
Negative Numbers (-)
Positive Numbers (+)
10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10
RULES FOR ADDING INTEGERS WITH THE SAME SIGNS
1. Add the numbers together.
2. Give the answer the same sign.
EXAMPLE 1:
EXAMPLE 2:
(-2) + (-5) = _____
3 + 4 = _____
Both numbers are negative. To find the
answer, add the numbers together (2+5)
and give the answer a negative sign.
Both numbers are positive, so the answer is
positive.
RULES FOR ADDING INTEGERS WITH DIFFERENT SIGNS
1. Ignore the signs and find the difference.
2. Give the answer the sign of the larger number
EXAMPLE 1:
EXAMPLE 2:
(-4) + 6 = _____
3 + (-7) = _____
To find the difference, take the larger
number minus the smaller number. 6 – 4 = 2.
Looking back at the original problem, the
larger number, 6, is positive, so the answer
is positive.
Find the difference. 7 – 3 = 4 Looking at
the problem, the larger number, 7, is a
negative number, so the answer is negative.
RULES FOR SUBTRACTING INTEGERS
1. Change the subtraction sign to addition.
2. Change the sign of the second number to the opposite sign.
3. Follow the rules for adding integers.
EXAMPLE 1:
-6 – (-2) = _____
Change the subtraction sign to addition and
change -2 to 2.
-6 – (-2) = -6 + 2
EXAMPLE 2:
5 – 6 = _____
Change the subtraction sign to addition and
change 6 to -6.
5 – 6 = 5 + (-6)