GEOMETRY
You can use the images bellow for quick referencing purposes of your shape. But I highly recomend you click on each of the shapes, and explore their individual characteristics further. I have everything here from step-by-step drawing construction of the shapes to tesselation art.
I promise you, you will be fascinated by their wonders!
I promise you, you will be fascinated by their wonders!
Equilateral Triangle
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Square
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Pentagon
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Hexagon
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Septagon
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Octagon
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nonagon
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decagon
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How to name other polygons
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GEOMETRY WORKSHEET
Calculate the areas for each of the rectangles below. | ||
area = mm2
| ||
area = cm2
| ||
area = m2
| ||
area = m2
|
Calculate the areas for each of the shapes below. | |||
area =
| |||
area =
| |||
area =
| |||
area =
| |||
area = |
area =
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Which of the following terms best describes each of the shaded circle parts below? (the first one is done for you)
full,
more than ¾,
¾,
more than ½,
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½,
more than ¼,
¼,
less than ¼
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more than ½
| |
CLICK IN THE LINK BELOW FOR GRADE 7 GEOMENTRY
Videos on geometry. Basic understanding of Algebra I necessary. After this, you'll be ready for Trigonometry.
Euclid as the Father of Geometry
Language and Notation of Basic Geometry
PATTERNS AND RELATIONS STRAND
N7.1 Demonstrate an understanding of division
through the development and application of divisibility strategies for 2, 3, 4, 5, 6, 8, 9, and 10, and through an analysis of division involving zero.
| |||
Divisibility Rules
|
Divisibility Tips
|
Multiples in Pascal's Triangle
|
Factorize 2
|
N7.2 Expand and demonstrate understanding of the addition, subtractions, multiplication, and division of decimals to greater numbers to decimal places, and the order of operations.
| |||
Base 10 Decimals
|
Base 10 Blocks Decimals
|
Decimals Block Values
|
Multiplying Using Area Models
|
Decimal Number Line Tool
|
Equivalent Decimal Match
|
Decimal Challenge
|
Fraction Decimal Conversion
|
Decimal Squares
|
Suduko Puzzles
|
Make 24
|
Math Playground Order of Operations
|
Algebra--Order of Operations
|
Division and Order of Operations
|
Wisc--Order of Operations
|
Bracket Basics
|
N7.3 Demonstrate an understanding of the relationships between positive decimals, positive fractions (including mixed numbers, proper fractions and improper fractions), and whole numbers.
| |||
Death to Decimals
|
Decifractator
|
Decimal Fraction Match
|
Base Ten Blocks--Fractions
|
Fractions and Decimal Match 2
|
Fraction Decimal Model
|
Fraction-Decimal Balance Scale
|
Fraction/Decimal Bar
|
N7.4 Expand and demonstrate an understanding of percent
to include fractional percents between 1% and 100%.
| |||
Percentage Park
|
Comparing Fractions and Decimals
|
Finding Percentage Parts
|
Percentage Equivalence
|
Number Invaders--Percentages
|
Fraction Model 2
|
Fraction/Decimal/Percentage Activity
|
Percentages Bar
|
Math at the Mall
|
Penguin Waiter
|
Fraction/Decimal/Percentages Games
|
Fraction/Decimal/Percentages Bar
|
Fractions/Percent/Decimals Models
| |||
N7.5 Develop and demonstrate an understanding of adding and subtracting positive fractions
and mixed numbers, with like and unlike denominators,
concretely, pictorially,and symbolically (limited to positive sums and differences.)
| |||
Add Easy Number Line
|
Add Easy Circles
|
Add Unlike Fractions Number Line
|
Add Unlike Fractions Circles
|
Adding Fractions with unlike denominators
|
Fraction/Decimal/Percent Jeopardy
|
Fraction Bars
|
Fraction Pointer
|
Adding Strict Circles
|
Adding Mixed Numbers on Number Line
|
Whiteboard Fraction Tool
|
Soccer Shoot Out
|
N7.6 Demonstrate an understanding of addition and subtraction of integers,
concretely, pictorially, and symbolically.
| |||
Integer Chips Addition
|
Integer Chips Subtraction
|
Number Jump
|
Integer Powerpoints
|
Circle 0
|
Number Line Bounce
|
Illustrating Integers Powerpoint
|
Marble Model
|
Integers on a Number Line
|
Walk the Plank
|
Spy Guys Integers
|
Adding Integers--Counters
|
Spider Match
|
Orbit Integers
|
Adding and Subtracting Integers
|
Making Integer Tools
|
Adding and subtracting integers--double sided counters
| |||
PATTERNS AND RELATIONS STRAND
| |||
P7.1 Demonstrate an understanding of the relationship
between oral and written patterns, graphs and linear relations.
| |||
Linear Equations with Algetiles
|
Graphing Lines
|
Linear Equation Solver and Graph
|
Balancing Method
|
P7.2 Demonstrate an understanding of equations and expressions by:
Distinguishing between equations and expressions
Evaluating
Verifying solutions to equations
| |||
Exploring Algebra interactive video
|
Hoop Shoot--Two Step Equations
|
Number Stairs
|
Write and solve equations
|
Algebra Practice Pages
|
Equation Match
|
Late Delivery
|
Solve for 'x'
|
Mission Algebra
|
Writing Algebraic Expressions Jeopardy
|
Spy Guys Solving Equations
|
Weigh the Wangdoodles
|
Think of a Number
|
Fido Numbers
|
Astounding MathTrick video
| |
P7.3 Demonstrate an understanding of one- and two-step linear equations of the form
b
by modeling the solutions of equations concretely, pictorially, physically, and symbolically and explaining the solution in terms of the preservation of equality.
| |||
Positive Linear Function Machine
|
Alginon's Algebra Explorer
|
Weigh the Wangdoodles
|
Solve for the Variable video
|
Circle Addition Equation
|
Solving one-step Equations
|
Solving two-step equations
|
Rags to Riches Game
|
P7.4 Demonstrate an understanding of the linear equations
of the form x + a = b (where a and b are integers)
by modeling problems as a linear equation and solving the problems
concretely, pictorially, and symbolically.
| |||
One-step Linear Equations
|
Pan Balance--Expressions
|
Algebra Pan Balance
|
What is a Smile Worth?
|
SHAPE AND SPACE STRAND
| |||
SS7.1 Demonstrate an understanding of circles,
including circumference and central angles.
| |||
Circumference/Diameter video
|
Exploring Circle Properties
|
"Is a tree big enough to drive through?"
|
Parts of a Circle
|
Interactive Circle
|
Circle Tool
|
Geometry of Circles
|
Circle Powerpoints
|
Spirograph Math
|
Math TV
|
Computing Pi
|
Interactive Central Angles of a Circle
|
Circle Song
|
Circle Overview
|
Circle Definitions
|
Making Circles
|
Finding Center of Circles
|
Circumference/Diameter
|
Learn Alberta--pi video
| |
SS7.2 Develop and apply formulas for determining the area of:
Triangles
Parallelograms
Circles
| |||
Virtual Geoboard
|
Area of a Parallelogram 1
|
Area of a Parallelogram 2
|
Area of a Triangle
|
Area of a Triangle 2
|
Triangle Explorer
|
Triangle Perimeter and Area
|
Smartboard Triangle Tool
|
Circle Area Proof
|
E-lab Area of a Circle
|
Circle Tool
|
Apple Pi
|
Circle Area Animation
|
Circle and Parallelogram Animation
|
Area= base X height
|
Estimating area of circle
|
Develop area formula (plastic fraction circles)
|
Develop area formula (paper models)
|
Circular grazing areas
| |
SS7.3 Demonstrate an understanding of 2-D relationships involving lines and angles.
| |||
What's My Angle?
|
Angle Activities
|
"How Shall We Cut the Cake?"
|
Angles of Our Fingers
|
Alien Angles
|
Fruit Picker
|
Angles Jeopardy
|
Go Golf
|
SS7.4 Demonstrate an understanding of the Cartesian plane
and ordered pairs with integral coordinates.
| |||
Billy Bug and His Quest for Grub
|
Coordinate Game
|
Coordinate Plane Game
|
Locate the Aliens
|
Space Boy
|
General Coordinates Game
|
The Coordinate Plane
|
Drawing Triangles on Coordinate Plane
|
Dinosaur Dig
|
Simple Plot
|
Cameleon Graphing
|
Lulu
|
SS7.5 Expand and demonstrate and understanding of transformations
(translations, rotations, and reflections) of 2-D shapes in all four quadrants of the Cartesian plane.
| |||
Rotations on Coordinate Plane
|
Transformations on Coordinate Plane
|
Reflection on x-axis
|
Horizontal Translations
|
Transformation Golf
| |||
STATISTICS AND PROBABILITY STRAND
| |||
SP7.1 Demonstrate an understanding of the measures of central tendency and range for sets of data.
| |||
Mean Machine
|
Train Race
|
Mean and Median
|
Measures
|
Angles in a Circle
| |||
SP7.2 Demonstrate an understanding of circle graphs.
| |||
Circle Graph
|
Math Playground Circle Graph
|
Creating a Circle Graph
|
Circle Graphs using Fractions
|
Circle Graphs using Percents
|
Circle Grapher
|
Pie Chart Generator
|
Pie Chart
|
Pie Charts
|
Human Circle Graph
|
From Bar Graph to Circle Graph
|
Representations of Circle Graphs
|
Similar and Different
| |||
SP7.3 Demonstrate an understanding of theoretical and experimental probabilities
for two independent events where the combined sample space has 36 or fewer elements.
| |||
Card Flip
|
Higher or Lower?
|
What's in Santa's Sack?
|
Chase Me
|
Probability video
|
Interactive dice
|
Double Dice
|
Double and triple dice
|
Double dice and graph
|
Dice Roll/Graph Maker
|
Probability video
|
Double spinners
|
Multiple Coin Toss
|
Adjustable spinner
|
Spinners and Dice
|
Multiple Spinners
|
Roll and Flip
|
Adjustable spinner #2
| ||
MATH TOOLS
| |||
Interactive Maths Dictionary
|
Interactive Math Glossary
|
Gr. 6/7 Outcomes
|
Gr. 7/8 Outcomes
|
Gr. 5/6/7 Outcomes
|
Gr. 6/7/8 Outcomes
|
Gr. 7/8/9 Outcomes
|
Peter Liljedahl's Numeracy Tasks
|
TEACHER TOOLS
| |||
Circle Overview
|
Circle Definitions
|
Circumference/Diameter
|
Making Circles
|
Finding Centers of Circles
|
Circle Popplet
|
Estimating Area of Circle
|
Developing area formula (plastic fraction circles)
|
Area = Base X Height
|
Circle Tool--develop pi
|
Area of circle (paper models)
|
Adding and subtracting integers--
using double-sided counters
|
Learn Alberta--pi video
|
Circle Grazing Areas
|
Angles in a Circle
|
From Bar Graph to Circle Graph
|
Similar and Different
|
Human Circle Graphs
|
Representations of Circle Graphs
|
Shape and Space Strand
NUMBER STRAND
N7.1 Demonstrate an understanding of division
through the development and application of divisibility strategies for 2, 3, 4, 5, 6, 8, 9, and 10, and through an analysis of division involving zero.
Divisibility Rules
Divisibility Tips
Multiples in Pascal's Triangle
Factorize 2
N7.2 Expand and demonstrate understanding of the addition, subtractions, multiplication, and division of decimals to greater numbers to decimal places, and the order of operations.
Base 10 Decimals
Base 10 Blocks Decimals
Decimals Block Values
Multiplying Using Area Models
Decimal Number Line Tool
Equivalent Decimal Match
Decimal Challenge
Fraction Decimal Conversion
Decimal Squares
Suduko Puzzles
Make 24
Math Playground Order of Operations
Algebra--Order of Operations
Division and Order of Operations
Wisc--Order of Operations
Bracket Basics
N7.3 Demonstrate an understanding of the relationships between positive decimals, positive fractions (including mixed numbers, proper fractions and improper fractions), and whole numbers.
Death to Decimals
Decifractator
Decimal Fraction Match
Base Ten Blocks--Fractions
Fractions and Decimal Match 2
Fraction Decimal Model
Fraction-Decimal Balance Scale
Fraction/Decimal Bar
N7.4 Expand and demonstrate an understanding of percent
to include fractional percents between 1% and 100%.
Percentage Park
Comparing Fractions and Decimals
Finding Percentage Parts
Percentage Equivalence
Number Invaders--Percentages
Fraction Model 2
Fraction/Decimal/Percentage Activity
Percentages Bar
Math at the Mall
Penguin Waiter
Fraction/Decimal/Percentages Games
Fraction/Decimal/Percentages Bar
Fractions/Percent/Decimals Models
N7.5 Develop and demonstrate an understanding of adding and subtracting positive fractions
and mixed numbers, with like and unlike denominators,
concretely, pictorially,and symbolically (limited to positive sums and differences.)
Add Easy Number Line
Add Easy Circles
Add Unlike Fractions Number Line
Add Unlike Fractions Circles
Adding Fractions with unlike denominators
Fraction/Decimal/Percent Jeopardy
Fraction Bars
Fraction Pointer
Adding Strict Circles
Adding Mixed Numbers on Number Line
Whiteboard Fraction Tool
Soccer Shoot Out
N7.6 Demonstrate an understanding of addition and subtraction of integers,
concretely, pictorially, and symbolically.
Integer Chips Addition
Integer Chips Subtraction
Number Jump
Integer Powerpoints
Circle 0
Number Line Bounce
Illustrating Integers Powerpoint
Marble Model
Integers on a Number Line
Walk the Plank
Spy Guys Integers
Adding Integers--Counters
Spider Match
Orbit Integers
Adding and Subtracting Integers
Making Integer Tools
Adding and subtracting integers--double sided counters
PATTERNS AND RELATIONS STRAND
P7.1 Demonstrate an understanding of the relationship
between oral and written patterns, graphs and linear relations.
Linear Equations with Algetiles
Graphing Lines
Linear Equation Solver and Graph
Balancing Method
P7.2 Demonstrate an understanding of equations and expressions by:
Distinguishing between equations and expressions
Evaluating
Verifying solutions to equations
Exploring Algebra interactive video
Hoop Shoot--Two Step Equations
Number Stairs
Write and solve equations
Algebra Practice Pages
Equation Match
Late Delivery
Solve for 'x'
Mission Algebra
Writing Algebraic Expressions Jeopardy
Spy Guys Solving Equations
Weigh the Wangdoodles
Think of a Number
Fido Numbers
Astounding MathTrick video
P7.3 Demonstrate an understanding of one- and two-step linear equations of the form
b
by modeling the solutions of equations concretely, pictorially, physically, and symbolically and explaining the solution in terms of the preservation of equality.
Positive Linear Function Machine
Alginon's Algebra Explorer
Weigh the Wangdoodles
Solve for the Variable video
Circle Addition Equation
Solving one-step Equations
Solving two-step equations
Rags to Riches Game
P7.4 Demonstrate an understanding of the linear equations
of the form x + a = b (where a and b are integers)
by modeling problems as a linear equation and solving the problems
concretely, pictorially, and symbolically.
One-step Linear Equations
Pan Balance--Expressions
Algebra Pan Balance
What is a Smile Worth?
SHAPE AND SPACE STRAND
SS7.1 Demonstrate an understanding of circles,
including circumference and central angles.
Circumference/Diameter video
Exploring Circle Properties
"Is a tree big enough to drive through?"
Parts of a Circle
Interactive Circle
Circle Tool
Geometry of Circles
Circle Powerpoints
Spirograph Math
Math TV
Computing Pi
Interactive Central Angles of a Circle
Circle Song
Circle Overview
Circle Definitions
Making Circles
Finding Center of Circles
Circumference/Diameter
Learn Alberta--pi video
SS7.2 Develop and apply formulas for determining the area of:
Triangles
Parallelograms
Circles
Virtual Geoboard
Area of a Parallelogram 1
Area of a Parallelogram 2
Area of a Triangle
Area of a Triangle 2
Triangle Explorer
Triangle Perimeter and Area
Smartboard Triangle Tool
Circle Area Proof
E-lab Area of a Circle
Circle Tool
Apple Pi
Circle Area Animation
Circle and Parallelogram Animation
Area= base X height
Estimating area of circle
Develop area formula (plastic fraction circles)
Develop area formula (paper models)
Circular grazing areas
SS7.3 Demonstrate an understanding of 2-D relationships involving lines and angles.
What's My Angle?
Angle Activities
"How Shall We Cut the Cake?"
Angles of Our Fingers
Alien Angles
Fruit Picker
Angles Jeopardy
Go Golf
SS7.4 Demonstrate an understanding of the Cartesian plane
and ordered pairs with integral coordinates.
Billy Bug and His Quest for Grub
Coordinate Game
Coordinate Plane Game
Locate the Aliens
Space Boy
General Coordinates Game
The Coordinate Plane
Drawing Triangles on Coordinate Plane
Dinosaur Dig
Simple Plot
Cameleon Graphing
Lulu
SS7.5 Expand and demonstrate and understanding of transformations
(translations, rotations, and reflections) of 2-D shapes in all four quadrants of the Cartesian plane.
Rotations on Coordinate Plane
Transformations on Coordinate Plane
Reflection on x-axis
Horizontal Translations
Transformation Golf
STATISTICS AND PROBABILITY STRAND
SP7.1 Demonstrate an understanding of the measures of central tendency and range for sets of data.
Mean Machine
Train Race
Mean and Median
Measures
Angles in a Circle
SP7.2 Demonstrate an understanding of circle graphs.
Circle Graph
Math Playground Circle Graph
Creating a Circle Graph
Circle Graphs using Fractions
Circle Graphs using Percents
Circle Grapher
Pie Chart Generator
Pie Chart
Pie Charts
Human Circle Graph
From Bar Graph to Circle Graph
Representations of Circle Graphs
Similar and Different
SP7.3 Demonstrate an understanding of theoretical and experimental probabilities
for two independent events where the combined sample space has 36 or fewer elements.
Card Flip
Higher or Lower?
What's in Santa's Sack?
Chase Me
Probability video
Interactive dice
Double Dice
Double and triple dice
Double dice and graph
Dice Roll/Graph Maker
Probability video
Double spinners
Multiple Coin Toss
Adjustable spinner
Spinners and Dice
Multiple Spinners
Roll and Flip
Adjustable spinner #2
MATH TOOLS
Interactive Maths Dictionary
Interactive Math Glossary
Gr. 6/7 Outcomes
Gr. 7/8 Outcomes
Gr. 5/6/7 Outcomes
Gr. 6/7/8 Outcomes
Gr. 7/8/9 Outcomes
Peter Liljedahl's Numeracy Tasks
TEACHER TOOLS
Circle Overview
Circle Definitions
Circumference/Diameter
Making Circles
Finding Centers of Circles
Circle Popplet
Estimating Area of Circle
Developing area formula (plastic fraction circles)
Area = Base X Height
Circle Tool--develop pi
Area of circle (paper models)
Adding and subtracting integers--
using double-sided counters
Learn Alberta--pi video
Circle Grazing Areas
Angles in a Circle
From Bar Graph to Circle Graph
Similar and Different
Human Circle Graphs
Representations of Circle Graphs
NUMBER STRAND
| |||
N7.1 Demonstrate an understanding of division
through the development and application of divisibility strategies for 2, 3, 4, 5, 6, 8, 9, and 10, and through an analysis of division involving zero.
| |||
Divisibility Rules
|
Divisibility Tips
|
Multiples in Pascal's Triangle
|
Factorize 2
|
N7.2 Expand and demonstrate understanding of the addition, subtractions, multiplication, and division of decimals to greater numbers to decimal places, and the order of operations.
| |||
Base 10 Decimals
|
Base 10 Blocks Decimals
|
Decimals Block Values
|
Multiplying Using Area Models
|
Decimal Number Line Tool
|
Equivalent Decimal Match
|
Decimal Challenge
|
Fraction Decimal Conversion
|
Decimal Squares
|
Suduko Puzzles
|
Make 24
|
Math Playground Order of Operations
|
Algebra--Order of Operations
|
Division and Order of Operations
|
Wisc--Order of Operations
|
Bracket Basics
|
N7.3 Demonstrate an understanding of the relationships between positive decimals, positive fractions (including mixed numbers, proper fractions and improper fractions), and whole numbers.
| |||
Death to Decimals
|
Decifractator
|
Decimal Fraction Match
|
Base Ten Blocks--Fractions
|
Fractions and Decimal Match 2
|
Fraction Decimal Model
|
Fraction-Decimal Balance Scale
|
Fraction/Decimal Bar
|
N7.4 Expand and demonstrate an understanding of percent
to include fractional percents between 1% and 100%.
| |||
Percentage Park
|
Comparing Fractions and Decimals
|
Finding Percentage Parts
|
Percentage Equivalence
|
Number Invaders--Percentages
|
Fraction Model 2
|
Fraction/Decimal/Percentage Activity
|
Percentages Bar
|
Math at the Mall
|
Penguin Waiter
|
Fraction/Decimal/Percentages Games
|
Fraction/Decimal/Percentages Bar
|
Fractions/Percent/Decimals Models
| |||
N7.5 Develop and demonstrate an understanding of adding and subtracting positive fractions
and mixed numbers, with like and unlike denominators,
concretely, pictorially,and symbolically (limited to positive sums and differences.)
| |||
Add Easy Number Line
|
Add Easy Circles
|
Add Unlike Fractions Number Line
|
Add Unlike Fractions Circles
|
Adding Fractions with unlike denominators
|
Fraction/Decimal/Percent Jeopardy
|
Fraction Bars
|
Fraction Pointer
|
Adding Strict Circles
|
Adding Mixed Numbers on Number Line
|
Whiteboard Fraction Tool
|
Soccer Shoot Out
|
N7.6 Demonstrate an understanding of addition and subtraction of integers,
concretely, pictorially, and symbolically.
| |||
Integer Chips Addition
|
Integer Chips Subtraction
|
Number Jump
|
Integer Powerpoints
|
Circle 0
|
Number Line Bounce
|
Illustrating Integers Powerpoint
|
Marble Model
|
Integers on a Number Line
|
Walk the Plank
|
Spy Guys Integers
|
Adding Integers--Counters
|
Spider Match
|
Orbit Integers
|
Adding and Subtracting Integers
|
Making Integer Tools
|
Adding and subtracting integers--double sided counters
| |||
PATTERNS AND RELATIONS STRAND
| |||
P7.1 Demonstrate an understanding of the relationship
between oral and written patterns, graphs and linear relations.
| |||
Linear Equations with Algetiles
|
Graphing Lines
|
Linear Equation Solver and Graph
|
Balancing Method
|
P7.2 Demonstrate an understanding of equations and expressions by:
Distinguishing between equations and expressions
Evaluating
Verifying solutions to equations
| |||
Exploring Algebra interactive video
|
Hoop Shoot--Two Step Equations
|
Number Stairs
|
Write and solve equations
|
Algebra Practice Pages
|
Equation Match
|
Late Delivery
|
Solve for 'x'
|
Mission Algebra
|
Writing Algebraic Expressions Jeopardy
|
Spy Guys Solving Equations
|
Weigh the Wangdoodles
|
Think of a Number
|
Fido Numbers
|
Astounding MathTrick video
| |
P7.3 Demonstrate an understanding of one- and two-step linear equations of the form
b
by modeling the solutions of equations concretely, pictorially, physically, and symbolically and explaining the solution in terms of the preservation of equality.
| |||
Positive Linear Function Machine
|
Alginon's Algebra Explorer
|
Weigh the Wangdoodles
|
Solve for the Variable video
|
Circle Addition Equation
|
Solving one-step Equations
|
Solving two-step equations
|
Rags to Riches Game
|
P7.4 Demonstrate an understanding of the linear equations
of the form x + a = b (where a and b are integers)
by modeling problems as a linear equation and solving the problems
concretely, pictorially, and symbolically.
| |||
One-step Linear Equations
|
Pan Balance--Expressions
|
Algebra Pan Balance
|
What is a Smile Worth?
|
SHAPE AND SPACE STRAND
| |||
SS7.1 Demonstrate an understanding of circles,
including circumference and central angles.
| |||
Circumference/Diameter video
|
Exploring Circle Properties
|
"Is a tree big enough to drive through?"
|
Parts of a Circle
|
Interactive Circle
|
Circle Tool
|
Geometry of Circles
|
Circle Powerpoints
|
Spirograph Math
|
Math TV
|
Computing Pi
|
Interactive Central Angles of a Circle
|
Circle Song
|
Circle Overview
|
Circle Definitions
|
Making Circles
|
Finding Center of Circles
|
Circumference/Diameter
|
Learn Alberta--pi video
| |
SS7.2 Develop and apply formulas for determining the area of:
Triangles
Parallelograms
Circles
| |||
Virtual Geoboard
|
Area of a Parallelogram 1
|
Area of a Parallelogram 2
|
Area of a Triangle
|
Area of a Triangle 2
|
Triangle Explorer
|
Triangle Perimeter and Area
|
Smartboard Triangle Tool
|
Circle Area Proof
|
E-lab Area of a Circle
|
Circle Tool
|
Apple Pi
|
Circle Area Animation
|
Circle and Parallelogram Animation
|
Area= base X height
|
Estimating area of circle
|
Develop area formula (plastic fraction circles)
|
Develop area formula (paper models)
|
Circular grazing areas
| |
SS7.3 Demonstrate an understanding of 2-D relationships involving lines and angles.
| |||
What's My Angle?
|
Angle Activities
|
"How Shall We Cut the Cake?"
|
Angles of Our Fingers
|
Alien Angles
|
Fruit Picker
|
Angles Jeopardy
|
Go Golf
|
SS7.4 Demonstrate an understanding of the Cartesian plane
and ordered pairs with integral coordinates.
| |||
Billy Bug and His Quest for Grub
|
Coordinate Game
|
Coordinate Plane Game
|
Locate the Aliens
|
Space Boy
|
General Coordinates Game
|
The Coordinate Plane
|
Drawing Triangles on Coordinate Plane
|
Dinosaur Dig
|
Simple Plot
|
Cameleon Graphing
|
Lulu
|
SS7.5 Expand and demonstrate and understanding of transformations
(translations, rotations, and reflections) of 2-D shapes in all four quadrants of the Cartesian plane.
| |||
Rotations on Coordinate Plane
|
Transformations on Coordinate Plane
|
Reflection on x-axis
|
Horizontal Translations
|
Transformation Golf
| |||
STATISTICS AND PROBABILITY STRAND
| |||
SP7.1 Demonstrate an understanding of the measures of central tendency and range for sets of data.
| |||
Mean Machine
|
Train Race
|
Mean and Median
|
Measures
|
Angles in a Circle
| |||
SP7.2 Demonstrate an understanding of circle graphs.
| |||
Circle Graph
|
Math Playground Circle Graph
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Creating a Circle Graph
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Circle Graphs using Fractions
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Circle Graphs using Percents
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Circle Grapher
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Pie Chart Generator
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Pie Chart
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Pie Charts
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Human Circle Graph
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From Bar Graph to Circle Graph
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Representations of Circle Graphs
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Similar and Different
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SP7.3 Demonstrate an understanding of theoretical and experimental probabilities
for two independent events where the combined sample space has 36 or fewer elements.
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Card Flip
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Higher or Lower?
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What's in Santa's Sack?
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Chase Me
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Probability video
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Interactive dice
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Double Dice
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Double and triple dice
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Double dice and graph
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Dice Roll/Graph Maker
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Probability video
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Double spinners
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Multiple Coin Toss
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Adjustable spinner
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Spinners and Dice
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Multiple Spinners
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Roll and Flip
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Adjustable spinner #2
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MATH TOOLS
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Interactive Maths Dictionary
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Interactive Math Glossary
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Gr. 6/7 Outcomes
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Gr. 7/8 Outcomes
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Gr. 5/6/7 Outcomes
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Gr. 6/7/8 Outcomes
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Gr. 7/8/9 Outcomes
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Peter Liljedahl's Numeracy Tasks
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TEACHER TOOLS
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Circle Overview
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Circle Definitions
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Circumference/Diameter
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Making Circles
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Finding Centers of Circles
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Circle Popplet
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Estimating Area of Circle
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Developing area formula (plastic fraction circles)
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Area = Base X Height
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Circle Tool--develop pi
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Area of circle (paper models)
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Adding and subtracting integers--
using double-sided counters
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Learn Alberta--pi video
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Circle Grazing Areas
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Angles in a Circle
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From Bar Graph to Circle Graph
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Similar and Different
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Human Circle Graphs
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Representations of Circle Graphs
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If you can finish these problems, you'll be smarter than I am.
1)
- Three ducks and two ducklings weigh 32 kg. Four ducks and three ducklings weigh 44kg. All ducks weigh the same and all ducklings weigh the same. What is the weight of two ducks and one duckling?Need A Hint?
Answer
2)
- It takes one man one day to dig a 2m x 2m x 2m hole. How long does it take 3 men working at the same rate to dig a 4m x 4m x 4m hole?Need A Hint?
Answer
3)
- A farmer grows 252 kilograms of apples. He sells them to a grocer who divides them into 5 kilogram and 2 kilogram bags. If the grocer uses the same number of 5 kg bags as 2kg bags, then how many bags did he use in all?Need A Hint?
Answer
4)
- A 800 seat multiplex is divided into 3 theatres. There are 270 seats in Theatre 1, and there are 150 more seats in Theatre 2 than in Theatre 3. How many seats are in Theatre 2?Need A Hint?
Answer
5)
- In 1969 the price of 5 kilograms of flour was $0.75. In 1970 the price was increased 15 percent. In 1971, the 1970 price was decreased by 5 percent. What was the price of 5 kilograms of flour in 1971?Need A Hint?
Answer
6)
- A rectangular sheet of wood has four small squares removed. It is then cut to make a box that is 5cm by 4cm with a volume of 60cm3. (Four pieces of size A4 are removed.)
Find the original area of the sheet of wood.
Need A Hint?
Answer
7)
- Mary has $50.00. She goes to the mall and buys lipstick and then she buys shampoo, which is half the price of the lipstick. She then spends half of what she has left on a purse, leaving her with $15.00.How much did the shampoo cost?
How much did the lipstick cost?
Need A Hint?
Answer
8)
- Stephanie had $40.00 savings. Her mother gave her another $30.00 and her grandmother gave her $10.00 to buy a pair of cleats. The pair of cleats Stephanie wants costs $54.99. If Stephanie buys the cleats at a no TAX sale, write an equation using a variable to describe the amount of money that Stephanie will have to contribute from her savings.Solve for the variable.
Need A Hint?
Answer
9)
- Air is pumped into a vacuum sealed picture below room at a rate of 2 litres per minute. How many seconds does it take to fill the room with air? Use the information given to find the volume of the room.
a = 3dm 1 mL = 1 cm3 b = 3dm 1000 mL = 1L c = 4dm 1000 cm2 = 1 dm = 1L d = 5dm e = (3a - 1)dm f = (1/2b)dm g = (3/8a + 3/8b)dmNeed A Hint?Answer
10)
- Given a rectangular prism...
- (a) The surface area of the prism?
- (b) The volume of the prism? Need A Hint?
if the sides of the rectangle A have the same ratio to each other as the sides of rectangle B, then what is
Answer
11)
- The trails in a park resemble the following diagram. Find the total length of the trails, given that all the circles have the same area and circle 2 is tangent to the midpoint of L.
r = 10mNeed A Hint?Answer
12)
- The rent-a-stall horse barn has stalls for 1000 horses. Forty percent of the stalls are for ponies. On Tuesday, there were 200 ponies and a bunch of quarter horses at the horse barn. The horse barn was 75 percent full.How many quarter horses were in the stalls?
Need A Hint?
Answer
13)
- A rectangular chalk board is 3 times as long as it is wide. If it were 3 metres shorter and 3 metres wider, it would be square. What are the dimensions of the chalk board?Need A Hint?
Answer
14)
- Three people share a car for a period of one year and the mean number of kilometers travelled by each person is 152 per month. How many kilometers will be travelled in one year?Need A Hint?
Answer
15)
- A car dealer claims that by buying a new car Mike will pay 1/5 less for gas then he pays for the car he currently drives. If the car Mike currently drives costs 1/6 less to gas up than Dave's car, and Dave pays $700.00 per year, what will it cost Mike to put gas in a new car for one year (assuming all cars will be travelling the same distance)?Need A Hint?
Answer
16)
- A side of the equilateral triangle A is twice the length of a side of triangle B.
How many triangle B will fit into triangle A?
Need A Hint?
Answer
17)
- A storage facility has space for 225 - 8 litre boxes and 515 - 27 litre boxes. What is the volume of the facility? What percent of the total volume is filled by 150 of the 8 litre boxes and 5 of the 27 litre boxes?Need A Hint?
Answer
18)
- Marvin's Taxi Service charges $0.30 for the first kilometre and $0.05 for each additional km. If the cab fare was $3.20, how far did the Taxi go?Need A Hint?
Answer
19)
- Shawn started his car (automatic shift), drove 8km and spent 2 minutes at a stop light. Rachel (driving a manual shift) started her car and drove 9km with no stops. Who used more gas?
Table of Gas Usage Automatic Manual IDLING .16 L/min .16 L/min STARTING 0.05 L 0.05 L MOVING 1L/22 km 1L/20 kmNeed A Hint?Answer
20)
- What fraction of this square is shaded?
Need A Hint?
Answer
21)
- The number of hours left in a day on Mars was 1/4 of the number of hours that had already passed. How many hours were left in the day?Day on Mars 40 hours.
Need A Hint?
Answer
22)
- A cereal company decided to increase the height of its boxes by 30 percent and reduce the width in order to maintain the same volume.
If initially, length = 20cm height = 40cm width = 30cmWhat will the new height and width be if length stays the same?Need A Hint?
Answer
23)
- The number of times a dog barks depends on the number of cars passing.How many cars have passed when a dog barks 22 times? How many barks for 5 cars?
Cars Barks ------+------- 6 | 4 7 | 7 8 | 10 9 | 13 10 | 16Need A Hint?Answer
24)
- There are 360 degrees in a circle. If the population of various planets are represented by a circle graph, match the percentage of the population of the solar system that is found on each planet with an area on the graph.
Planet Percent -----------+------------ Earth | 27.78% Mars | 20.80 Venus | 16.67 Jupiter | 2.78 Mercury | 2.78 Neptune | 6.11 Saturn | 8.33 Uranus | 13.06 Pluto | 1.67Need A Hint?Answer
25)
- A tire shop that sells only one size of tire, .75 metres in diameter, decides to sell tires for big rigs that are 1.5 metres in diameter. If the cost of the .75 meter tires is $100.00 for four, how much will it cost for the 18 tires required for a big rig? Prices increase proportionally with size.Need A Hint?
Answer
26)
- Four friends buy a pizza that costs $20.00. Each person contributes a the following amount of money.
Jane $5.00 Mike 8.00 Mary 3.00 Joe 4.00Each person will eat an amount of pizza proportional to the amount of money they paid.1)Draw a circle graph that represents the amount each eat.
2)Draw the circle graph if Mike only eats half of his pizza and gives half of what he has left to Mary.
Need A Hint?
Answer
27)
- A boy ate 100 cookies in five days. Each day he ate 6 more than the day before. How many cookies did he eat on the first day?Need A Hint?
Answer
28)
- M and N are the midpoints of the sides of a square. What is the ratio of the area of traingle AMN to the area of the complete square?
Need A Hint?
Answer
29)
- There are 6 short pieces of link chain, each having 4 links. It takes 10 seconds to cut a link and 25 seconds to weld it back together. What is the shortest possible time to make the longest chain?
Need A Hint?
Answer
30)
- Magic HexagonFind the magic constant and fill in the numbers so that every column or diagonal has the same sum.
Need A Hint?
Answer
31)
- An artist draws a picture of a house with a rose bush in front. In his picture the rose bush is 1.5cm high and the house is 7.5cm high. In reality the rose bush is .75 metres high. How tall is the house (in metres)?Need A Hint?
Answer
32)
- This picture shows a triangle in which 3 lines are drawn to one or the other of the opposing sides from each of two vertices. This divides the triangle into 16 nonoverlapping sections.
If 4 lines are drawn in the same way, how many nonoverlapping sections will the triangle have?
Need A Hint?
Answer
33)
- The sports commentator on the CFXU radio station summarized the points scored by the St. F. X. Basketball Team during this season as follows:"The SMU scored a total of 1729 points in the last season. This year St. F. X. scored of 1653 points. ST. F.X. received 38 percent of the points for the total season of all 4 teams. SMU finished in second place. Acadia received only 14 percent of the points and was beaten for third place by Dalhousie by 50 points."
If there were only 4 teams in the season, how many points did each team receive?
Need A Hint?
Answer
34)
- The midpoints of the sides of a quadrilateral are joined. What fraction of the quadrilateral is shaded?
Need A Hint?
Answer
35)
- Rachel and Stephanie earn $5.15/hour. Rachel works 13 hours each week and Stephanie works 20 hours per week. Stephanie does not get any paid vacation time. How long a vacation would Stephanie have to take to make the same amount of money as Rachel in one year?Need A Hint?
Answer
36)
- The Town of Antigonish has decided to put a paved path around Columbus Field. The path will be built so that the area of the park remains the same. If the path is to be 3m wide...a) What will be the perimeter of the path and the park? The dimensions of the park are 210m x 460m.
b) What will be the area of the paved portion of the park?
Need A Hint?
Answer
37)
- Bacteria in a petri dish double the area they cover every day. If the dish is covered after 16 days, on what day was only one quarter of it covered?Need A Hint?
Answer
38)
- Joe buys a cup of coffee that costs $1.08. He pays with a two dollar coin.If the cashier gives him 8 coins for his change, what could these coins be?
Need A Hint?
Answer
39)
- Write the linear equations that describe the diagonals of this trapezoid. What is one property of these diagonals?
Need A Hint?
Answer
40)
- Water conservation can be a big problem in some parts of the world. If a community's water pump drips 3 drops every second and each drop is 1 1/3ml, how much water will be wasted in one year?Need A Hint?
Answer
41)
- Square ABCD has the centers of 4 equal circles as its vertices. Find the shaded area.
Need A Hint?
Answer
42)
- Shawn bought a car for $5600.00. He sold it to Rachel for 5/6 the price he paid for it. Rachel sold it to Raelene for 1/5 less than she paid. Raelene sold it to Rick for 3/4 what she paid.What did Rick pay for the car?
Need A Hint?
Answer
43)
- Points A and B on a map are 12km apart if you follow the path. A troop of boyscouts leaves point A at 11:00 a.m.. They are all carrying packs and travel 3km/hr until they reach point C at 12:45. If they want to reach point B by 2:00, how fast will they have to go?
Need A Hint?
Answer
44)
- Regular pentagon ABCDE is enclosed in a circle. If the radius of the circle is 5 and each side AB = BC = CD = DE = EA = 5.88, find the area of the pentagon.(In a 90 degree triangle, using pythagorean theorem c = square root of a2 + b2)
Need A Hint?
Answer
45)
- Line AB is parallel to line CD
The semicircle AED has diameter AD of 6cm. What is the area of the trapezoid ABCD plus the semicircle AED?
Need A Hint?
Answer
46)
- In the quadrilateral ABCD, angle A is 120 degrees, angle D is two thirds of angle C, and angle B is 90 degrees. Find angle C.
Need A Hint?
Answer
47)
- Find the area of quadrilateral EFGH.
Given (HC)2 + (CG)2 = (HG)2
Need A Hint?
Answer
48)
- Two gear wheels A and B are in contact. One wheel (A) has 36 teeth. The other (B) has 24 teeth. How many times must the smaller wheel turn before the larger wheel completes a revolution?
Need A Hint?
Answer
49)
- Two trees of height 20m and 30m have ropes running from the top of each tree to the bottom of the other tree. How high above the ground do the ropes intersect?The trees are 40m apart.
Need A Hint?
Answer
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