# data[].attributes.body
rearrange
substitute/eliminate
simplify
solve to find both unknowns

# data[].attributes.body
find the value of the letters

# data[].attributes.body
Substitution:
- Rearrange linear equation so that either x or y is on one side of the equation.
- Substitute into quadratic equation
- Before solving the equation, make sure it equals to zero
- Once you find one of the answers to x or why don't forget to input it into the original equations to find the other letter.

# data[].attributes.body
- Rearrange
- Eliminate
- Simplify
- Factorise
--> Solve to find the unknown ( x and y )

Substitute in solutions to check

# data[].attributes.body
Rearrange the linear equation so that it equals either x or y
Substitute in one of the letters OR eliminate
Make the equation equal zero
Simplify the equation
Factorise the equation
Solve for x
Solve for y

# data[].attributes.body
solve

# data[].attributes.body
> Rearrange the linear equation to either find x or y to be able to substitute it into the quadratic equation.
> Eliminate
> Simplify the equation to make it easier to factorise such as dividing the whole equation by the coefficient of ax
> Substitute the answer back into the original equation to be able to find the other pair.

# data[].attributes.body
You have to ensure that their is a constant figure in both equations, in order to subtract them.  Once you find the values of the unknown, put the value into the equation so that you can find the value of the other unknown.  - Maia

# data[].attributes.body
Solve it

# data[].attributes.body
All: Rearrange the equation to make x or y equal something
Most: Be able to solve a simultaneous equation with a quadratic and linear equation
Some: Be able to quadratic simultaneous in a problem.

# data[].attributes.body
1) Rearrange the linear equation
2) Substitute into the quadratic equation.
3) eliminate
4) Simplify
5) Factorize
6) Substitute back in the linear equation.