Showing posts with label chapter 3. Show all posts
Showing posts with label chapter 3. Show all posts

Thursday, March 24, 2011

Joshua's Great Big Book Of Integers

Chapter 1

Grade 7 Integer Review
Integers can be represented with number lines or integer chips.

Negative - Blue
Positive - Red


Zero Pairs - a pair of negative and positive numbers whose sum is 0.

ex. (-8) + (+8) = 0.
This song will help you remember when to use a zero pair:
When subtracting something that isnt there, use a zero pair.

This is how we did integers in Grade 7.


Here are some questions we did.

Chapter 2

Multiplying Integers

Here we learned how to multiply integers. Here are some questions we did.



For questions needing a zero pair you can find out how many zero pairs you need by multiplying the two factors in the question without their negative or positive signs.

ex. (-2) x (+3) - 2 x 3 = 6

6 zero pairs

Chapter 3

Dividing Integers

Partative Division or groups of

If you know the number of groups, but you dont know the number in each group then that is partative division.


Quotative Division

If you know the number that is in each group, but you dont know the number of groups then that is quotative division.


You could also find the answer to a division question using multiplicated-inverse

In a division question with an even amount or no (-) signs the quotient will be positive.
In a divison question with an odd amount of negative signs the quotient will be negative.

Chapter 4

Order of Operations with Integers


(+5) x (-3) + (-6) / (+3) =

To answer this question you will need to folow the rules of B.E.D.M.A.S. Brackets, Exponents, Division, Multiplication, Addition, Subtraction.

First add square brackets around the expressions with a x or / to help remind you to answer them first. The square brackets means that you should answer the question in them before doing anything else.


Monday, March 21, 2011

Jomer's Great Big Book Of Integers

Chapter 1 Grade 7 Integer Review






Questions:
-3 - (-7)= +4
-3 -7= -10
3 -7= 4
3 +7= 10
-3 +7= 4


Chapter 2 Multiplying Integers


(+2) x (+3)=






(+2) x (-3)=



(-2) x (+3)=





(-2) x (-3)=




Sign Rule (Negative signs)
Even: When you have an even number of negative factors the product is positive.
Odd: When you have an odd number of negative factors the product is negative .

Chapter 3 Dividing Integers


Partitive Division is how many groups of a number are in a given value.




Quotative Division is sharing a certain number between a given value.
Sign Rule

In a division question with an even amount or no (-) signs the quotient will be positive.
In a division question with an odd number of (-) signs the quotient will be negative.
Order of Operations with Integers
[(+5)x(-3)]+(-6)/(+3)=-7
(-15)+(-6)/(+3)=-7
(-21)/(+3)=-7

Sunday, March 20, 2011

Hazel's Big Book of Integers

Chapter 1 Grade 7 Integer Review



Questions:

-3 - (-7)= +4

-3 -7= -10

3 -7= 4

3 +7= 10

-3 +7= 4



Chapter 2 Multiplying Integers


(+2) x (+3)=


(+2) x (-3)= -6

(-2) x (+3)= -6

(-2) x (-3) = +6



Sign Rule (Negative signs)


Even: When you have an even number of negative factors the product is POSITIVE.

Odd: When you have an odd number of negative factors the product is NEGATIVE.

Chapter 3 Dividing Integers

Partitive Division is how many groups of a number are in a given value.

Quotative Division is sharing a certain number between a given value.


Sign Rule


In a division question with an even amount or no (-) signs the quotient will be positive.


In a division question with an odd number of (-) signs the quotient will be negative.



Order of Operations with Integers

Breanna's Great Big Book of Integers

Chapter 1:
Adding and Subtracting Integers
-6-(-4)= (-2)
-10+6= (-4)
6-7+2= 1
14- (-3)= 17

-3-(-7)= 4














-3-7= (-10)










Chapter 2:
Multiplying Intergers

Examples:
(+3)x(+2)= 3 groups of 2
repeated addition
2+2+2= +6
two groups of +3
(2)x (+3)=

Questions
(+2)x(+3)= +6
2 groups of (+3)Add Image













(-2)x(+3)= -6













Sign Rules

Even- When you have an even number of negative factors the product is positive.
Odd- When you have an odd number of negative factors the product is negative

Chapter 3:
Dividing Integers

Partitive Division is when you use groups of to get to your quotient.

6/2=3












(-6)/(-2)= +3
















(-6)/2= (-3)















Multiplicative Inverse is when you use multiplication to figure out your quotient.
6/(-2)=
(-2)x(-3)=6
(-3)x(-2)=6
Means 6/(-2)=(-3)

Sign Rules

In a divison question with an even amount or no negative signs the quotient will be positive.
example: 6/2=3
(-6)/(-2)=3

In a divison question with an odd number of negative signs the quotient will be negative.
example (-6)/2=3
6/(-2)= (-3)

Chapter 4
Order of Operations with Intergers

(+5)x(-3) + (-6)/(+3)=

Scince there are no square brackets or exponents we should start with division and multiplication going from left to right.


[(+5) x (-3)] +[(-6)/(+3)]=
(-15)=(-2)=

After your done with division and multiplication you should do the addition
(-15)+(-2)=(-17)

Friday, March 18, 2011

Jasmin's Great Big Book Of Integers.

Chapter 1- Grade 7 Review

Integers-
-number lines
-integer chips

-negative
and posit
ive numbers (-,+)
-zero pair








When subtracting
something that isn't there, use a zero pair.

-6-(-4)= -2

-10+6= -4
6-7+2= 1
14-(-3)= +17


-3-(-7)= +4








-3-7= -10








3-7= -4








3+7= 10








-3+7= 4










Chapter 2-
Multiplying Integers

Sign rules-
Even =
When you have an even number of negative factors, the product is positive.

Odd=
When you have an odd number of negative factors, the product is negative.



  • (+2) x (+3)=
  • (+2) x (-3)=
  • (-2) x (+3)=
  • (-2) x (-3)=
  • (+2) x (+3)=
  • (+2) x (-3)=
  • (-2) x (+3)=
  • (-2) x (-3)=
  • (+2) x (+3)= 2 groups of (+3)











    (+2) x (-3)= 2 groups of (-3)













    (-2) x (+3)= Remove 2 groups of (+3)












    (-2) x (-3)=
  • (+2) x (+3)=
  • (+2) x (-3)=
  • (-2) x (+3)=
  • (-2) x (-3)=
  • (+2) x (+3)=
  • (+2) x (-3)=
  • (-2) x (+3)=
  • (-2) x (-3)=
  • +6











    Chapter 3
    - Dividing Integers


    What is partitive division?

    Partitive division is where you know the total number of groups, and you are trying to find the number of items in each group. (groups of)

    6/2=
    3






    -6/(-2)=
    3





    What is Quotative division?

    Quotative division is when you share between groups.

    (-6)/2= -3












    Chapter 4
    -
    Order of Operations with Integers












    Here's the link to a video I made.