Bell Curved Education
  • Home
  • 7 Maths
  • 8 Maths
  • 9 Maths
  • 10 Maths
  • Stage 1 Maths
  • Stage 2 General Maths
  • Home
  • 7 Maths
  • 8 Maths
  • 9 Maths
  • 10 Maths
  • Stage 1 Maths
  • Stage 2 General Maths

Modelling with Linear Relationships​
Finding the Equations of Linear Graphs in General Form

Modelling with Linear Relationships
Linear Algebra Skills
  • Finding the gradient between coordinates
  • Graphing linear equations (slope-intercept form)
  • Graphing linear equations (general form)
  • Vertical and horizontal lines
  • Finding equations of linear graphs in slope-intercept form (part 1)
  • Finding equations of linear graphs in slope-intercept form (part 2)
  • Finding equations of linear graphs in general form
Solving Simultaneous Equations (Cycling Puzzle Series)
  • Introduction (Cycling Puzzle Part 1)
  • Graphical solution (Cycling Puzzle Part 2)
  • Solution by substitution (Cycling Puzzle Part 3)
  • ​Solution by elimination (Cycling Puzzle Part 4)​
The Feasible Region (Fete Stall Series)
  • Introduction (Fete Stall Part 1)
  • Graphing the feasible region (Fete Stall Part 2)​
  • Defining the feasible region (Fete Stall Part 3)
  • Setting up additional constraints (Fete Stall Part 4)
​​Linear Programming Skills
  • Constructing constraints
  • Graphing constraints
  • Finding the optimal solution
  • Considering Wastage
  • Dealing with Discrete Only Solutions
In order to find the equation of a linear line, a minimum of two coordinates or the gradient and one coordinate need to be known. If the gradient is not known, then first the gradient between the two coordinates needs to be calculated before finding the value of C.

Home

Maths

Science

Contact

Copyright © 2015