Standard Form
When a linear equation is written in standard form, both variables x and y are on the same side of the equation. Watch this lecture series and practice converting equations to standard form.
Graph from linear standard form - Questions
Answers
1. This is a linear equation given in standard form: . A common way of graphing an equation of this form is to find the - and -intercepts of the graph.
To find the -intercept, let's substitute into the equation and solve for :
To find the -intercept, let's into the equation and solve for :
We can graph the linear equation using these two points, as shown below:
2. This is a linear equation given in standard form: . A common way of graphing an equation of this form is to find the - and -intercepts of the graph.
To find the -intercept, let's substitute into the equation and solve for :
To find the -intercept, let's into the equation and solve for :
We can graph the linear equation using these two points, as shown below:
3. This is a linear equation given in standard form: . A common way of graphing an equation of this form is to find the - and -intercepts of the graph.
To find the -intercept, let's substitute into the equation and solve for :
To find the -intercept, let's into the equation and solve for :
We can graph the linear equation using these two points, as shown below:
4. This is a linear equation given in standard form: . A common way of graphing an equation of this form is to find the - and -intercepts of the graph.
To find the -intercept, let's substitute into the equation and solve for :
To find the -intercept, let's into the equation and solve for :
We can graph the linear equation using these two points, as shown below: