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• An integer is a positive or
negative whole number,
including O.
...-3, -2, -1, 0, 1, 2, 3...
Whole Number: Any number over 1.
4 Integer Operations
+
-
• Addition
• Subtraction
• Multiplication X
• Division -
•
•
Rules For Integers
• When Signs are the same, add the
numbers!
-5 - 1 = 5 + 1
• Answer gets the sign of the
larger number.
5 is the largest number
it's sign is a (- ).
Answer is -6.
Rules For Integers
· When Signs are the different
subtract the numbers.
-5 + 1 = 5 - 1
• Answer gets the sign of the
larger number.
5 is the largest number
it's sign is a (- ).
Answer is -4.
Let's Practice
1) 5-6= -
1
2)-3+2 = -
1
3)6+5=
4)-8+7 =
+
1
1
-
1
5)9 -9 = 0
Remember: If signs are the same add
the numbers, if signs are different
subtract the numbers. Then give the
answer the sign of the largest number!
Rules for Integers
• When Parenthesis ( ) are involved we
get to doodle
• This is where you need to draw some
faces. (Bet you didn't know you'd be
doing Art in Math )
Rules for
Adding & Subtracting
Integers Continued
• When you multiply a (+ x -) you get a (-).
• When you multiply a (- x -) you get a (+).
• When you multiply a (+ x +) you get a (+).
5 +
-
(- ) = 4
5 - ( - ) = 6
+
Let's Practice
9
2
6
15
12
1) 4 - -.---) =
2) 9 +1.- )=
3) 6 -J.+=)=
4) 8-..(- )=
5) 9 +i.+,,_ ) =
Remember: DRAW the faces first! If signs are
the same add the numbers, if signs are
different subtract the numbers. Then give the
answer the sign of the largest number!
Let's Practice Cont.
3
7
-
1
8
1) 5 +_ 2) =
_,,..,..)=
2) 3 -
3) 1 - J.+/_) =
Remember: DRAW the faces first! If signs are
the same add the numbers, if signs are
different subtract the numbers. Then give the
answer the sign of the largest number!
Rules for
Multiplying Integers x
· The product of two integers with the
same signs is POSITIVE.
• The product of two integers with
different signs is NEGATIVE.
Rules Summary for
Multiplication
• Positive x Positive = Positive
• Negative x Negative = Positive
• Positive x Negative= Negative
• Negative x Positive = Negative
Let's Practice ''Multi licatio
1)6x(-3)= -18
2) 3 X 3 = 9
3) -4 X 5 = -20
4)-6x(-2)= 12
5)-7x(-8)= 56
Remember:
Positive x Positive = Positive
Negative x Negative = Positive
Positive x Negative= Negative
Negative x Positive =Negative
i ou n o w t a t
t e r u e s o r
m ut i ication a n
ivision are t e
same?
*The rules for division are exactly
the same as those for multiplication.
* If we were to take the rules for
multiplication and change the
multiplication signs to division signs,
we would have an accurate set of
rules for division.
Rules for
Dividing Integers +
• The quotient of two integers with
the same signs is POSITIVE.
• The quotient of two integers with
different signs is NEGATIVE.
Rules Summary for
Division
• Positive + Positive = Positive
• Negative + Negative = Positive
• Positive + Negative= Negative
• Negative + Positive = Negative
Let's Practice ''Division''
1) 18 + (-2) =
2) -48 + (-6) =
3) -27 + 9 =
4) 64 + 8 =
5) 30 + (-5) =
-9
8
-3
8
-6
Remember:
Positive + Positive = Positive
Negative + Negative = Positive
Positive + Negative= Negative
Negative + Positive = Negative
' •
•••
What is an integer?
ANSWER
• An integer is a positive or
negative whole number,
including 0.
Can you give an example
of an integer?
ANSWER
• ...-3, -2, -1, 0, 1, 2, 3...
at are t e our
o erations?
ANSWER
• The four operations are:
addition, subtraction,
multiplication, and division.
ANSWER
• Add the numbers
• Answer gets sign of the larger number.
en si•
gns are
di erent?
ANSWER
• You subtract the numbers
• Answer gets sign of the larger number.
• •
ANSWER
• If the signs are the same, your answer
is always positive.
• If the signs are different, your answer
is always negative.
• •
ANSWER
• If the signs are the same, your answer is
always positive.
• If the signs are different, your answer is
always negative.
*Multiplication and Division Rules are the
same!
;i

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Integers (Operation).pptx

  • 1.
  • 2.
  • 3. • An integer is a positive or negative whole number, including O. ...-3, -2, -1, 0, 1, 2, 3... Whole Number: Any number over 1.
  • 4.
  • 5.
  • 6. 4 Integer Operations + - • Addition • Subtraction • Multiplication X • Division - • •
  • 7. Rules For Integers • When Signs are the same, add the numbers! -5 - 1 = 5 + 1 • Answer gets the sign of the larger number. 5 is the largest number it's sign is a (- ). Answer is -6.
  • 8. Rules For Integers · When Signs are the different subtract the numbers. -5 + 1 = 5 - 1 • Answer gets the sign of the larger number. 5 is the largest number it's sign is a (- ). Answer is -4.
  • 9. Let's Practice 1) 5-6= - 1 2)-3+2 = - 1 3)6+5= 4)-8+7 = + 1 1 - 1 5)9 -9 = 0 Remember: If signs are the same add the numbers, if signs are different subtract the numbers. Then give the answer the sign of the largest number!
  • 10. Rules for Integers • When Parenthesis ( ) are involved we get to doodle • This is where you need to draw some faces. (Bet you didn't know you'd be doing Art in Math )
  • 11. Rules for Adding & Subtracting Integers Continued • When you multiply a (+ x -) you get a (-). • When you multiply a (- x -) you get a (+). • When you multiply a (+ x +) you get a (+). 5 + - (- ) = 4 5 - ( - ) = 6 +
  • 12. Let's Practice 9 2 6 15 12 1) 4 - -.---) = 2) 9 +1.- )= 3) 6 -J.+=)= 4) 8-..(- )= 5) 9 +i.+,,_ ) = Remember: DRAW the faces first! If signs are the same add the numbers, if signs are different subtract the numbers. Then give the answer the sign of the largest number!
  • 13. Let's Practice Cont. 3 7 - 1 8 1) 5 +_ 2) = _,,..,..)= 2) 3 - 3) 1 - J.+/_) = Remember: DRAW the faces first! If signs are the same add the numbers, if signs are different subtract the numbers. Then give the answer the sign of the largest number!
  • 14. Rules for Multiplying Integers x · The product of two integers with the same signs is POSITIVE. • The product of two integers with different signs is NEGATIVE.
  • 15. Rules Summary for Multiplication • Positive x Positive = Positive • Negative x Negative = Positive • Positive x Negative= Negative • Negative x Positive = Negative
  • 16. Let's Practice ''Multi licatio 1)6x(-3)= -18 2) 3 X 3 = 9 3) -4 X 5 = -20 4)-6x(-2)= 12 5)-7x(-8)= 56 Remember: Positive x Positive = Positive Negative x Negative = Positive Positive x Negative= Negative Negative x Positive =Negative
  • 17. i ou n o w t a t t e r u e s o r m ut i ication a n ivision are t e same?
  • 18.
  • 19. *The rules for division are exactly the same as those for multiplication. * If we were to take the rules for multiplication and change the multiplication signs to division signs, we would have an accurate set of rules for division.
  • 20. Rules for Dividing Integers + • The quotient of two integers with the same signs is POSITIVE. • The quotient of two integers with different signs is NEGATIVE.
  • 21. Rules Summary for Division • Positive + Positive = Positive • Negative + Negative = Positive • Positive + Negative= Negative • Negative + Positive = Negative
  • 22. Let's Practice ''Division'' 1) 18 + (-2) = 2) -48 + (-6) = 3) -27 + 9 = 4) 64 + 8 = 5) 30 + (-5) = -9 8 -3 8 -6 Remember: Positive + Positive = Positive Negative + Negative = Positive Positive + Negative= Negative Negative + Positive = Negative
  • 24. What is an integer?
  • 25. ANSWER • An integer is a positive or negative whole number, including 0.
  • 26. Can you give an example of an integer?
  • 27. ANSWER • ...-3, -2, -1, 0, 1, 2, 3...
  • 28. at are t e our o erations?
  • 29. ANSWER • The four operations are: addition, subtraction, multiplication, and division.
  • 30.
  • 31. ANSWER • Add the numbers • Answer gets sign of the larger number.
  • 33. ANSWER • You subtract the numbers • Answer gets sign of the larger number.
  • 35. ANSWER • If the signs are the same, your answer is always positive. • If the signs are different, your answer is always negative.
  • 37. ANSWER • If the signs are the same, your answer is always positive. • If the signs are different, your answer is always negative. *Multiplication and Division Rules are the same!
  • 38. ;i