Unit of Study:
Unit 5 - Linear RelationsMFM1P Specific Expectations
The math help provided for MFM1P Grade 9 Applied will address the following specific expectations:LR3.04 - - express a linear relation as an equation in two variables, using the rate of change and the initial value (e.g., Mei is raising funds in a charity walkathon; the course measures 25 km, and Mei walks at a steady pace of 4 km/h; the distance she has left to walk can be expressed as d = 25 – 4t, where t is the number of hours since she started the walk);
MFM1P Overall Expectations
The math help provided for MFM1P Grade 9 Applied will address the following overall expectations:Linear Relations - LR3 - Demonstrate an understanding of constant rate of change and its connection to linear relations.
MFM1P Math Task Template
Check out this Math Task Template to get some practice in 5.8 – Modelling Linear Relations With Equations of the grade 9 applied math course.
MFM1P Math Videos Related To This Topic
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Unit 0 - IntroductionUnit 1 - Measurement 2D and 3DUnit 2 - Measurement and OptimizationUnit 3 - Exploring Relationships - Lines and Curves of Best FitUnit 4 - Proportional ReasoningUnit 5 - Linear RelationsUnit 6 - Multiple Representations of Linear RelationshipsUnit 7 - Algebraic Models - Making ConnectionsUnit 8 - Geometric Relationships
Angle Relationships
Angles of Parallel Lines With Transversal
Area
Creating Equations
Data Management
Direct and Partial Variation
Distance-Time Graphs
Distributive Property
Exterior Angles of a Triangle
Extrapolation
First Differences
Geometric Relationships
Graphical Stories
Graphing Linear Relations
Graphing With Rise Over Run
Initial Value
Interior Angles of a Triangle
Interpolation
Interpreting Graphs
Interpreting Linear Equations
Investigations
Linear Equations
Linear Relations
Linear Relationships
Lines of Best Fit
Maximizing Area
Measurement
Minimizing Perimeter
Modelling With Equations
Non-Linear Relations
Optimization
Patterning
Percentages
Perimeter
Point of Intersection
Powers and Exponents
Predictions
Problem Solving
Proportional Reasoning
Pythagorean Theorem
Rate of Change
Ratios and Rates
Relationships
Representations of a Linear Relation
Representations of Linear Relationships
Rise Over Run
Scatter Plots
Simplifying Like Terms
Simplifying Polynomials
Slope of a Line
Solving Equations
Solving Linear Systems
Solving Proportions
Substitute Into Equations
Triangles
Unit Rates
Volume
Angles of Parallel Lines With Transversal
Area
Creating Equations
Data Management
Direct and Partial Variation
Distance-Time Graphs
Distributive Property
Exterior Angles of a Triangle
Extrapolation
First Differences
Geometric Relationships
Graphical Stories
Graphing Linear Relations
Graphing With Rise Over Run
Initial Value
Interior Angles of a Triangle
Interpolation
Interpreting Graphs
Interpreting Linear Equations
Investigations
Linear Equations
Linear Relations
Linear Relationships
Lines of Best Fit
Maximizing Area
Measurement
Minimizing Perimeter
Modelling With Equations
Non-Linear Relations
Optimization
Patterning
Percentages
Perimeter
Point of Intersection
Powers and Exponents
Predictions
Problem Solving
Proportional Reasoning
Pythagorean Theorem
Rate of Change
Ratios and Rates
Relationships
Representations of a Linear Relation
Representations of Linear Relationships
Rise Over Run
Scatter Plots
Simplifying Like Terms
Simplifying Polynomials
Slope of a Line
Solving Equations
Solving Linear Systems
Solving Proportions
Substitute Into Equations
Triangles
Unit Rates
Volume