Students will start by learning to solve
simple linear equations with just one variable, such as 35 = 4x + 7.
Not exact matches
The
linear equations range from
simple ones
with only positive terms in them to the more complicated ones
with brackets, decimal numbers and fractions.
Pupils should be taught to: • use
simple formulae • generate and describe
linear number sequences • express missing number problems algebraically • find pairs of numbers that satisfy an
equation with two unknowns • enumerate possibilities of combinations of two variables.
A promethean presentation
with examples and starter activities for teaching
equations from
simple 1 step
equations to 2 step
linear equations with brackets and unknowns on both sides.
A PowerPoint slide show
with step by step animated examples of how to solve
simple linear equations (e.g. 2x - 6 = 14).
By seventh grade, students solve
simple algebraic
equations and analyze
linear change
with two variables.
Each step of the process can be supported by beginning
with simple models or illustrations before moving to more complex
linear equations.
If it's a
simple linear, separable, or second - order
equation, though, then solving it
with Laplace transforms is hoop - jumping bullshit.