Understanding Points on a Line

Using a graph

Using a table of values

Using the equation of the line

Using a calculator

y = mx + b

y = ax^2 + bx + c

y = a/x + b

y = mx^2 + b

The point must be at the origin

The point must satisfy the equation

The point must be on the x-axis

The point must have positive coordinates

Graph the point

Substitute the point's coordinates into the equation

Find the y-intercept

Calculate the slope

The point does not satisfy the equation

The point is on the y-axis

The point satisfies the equation

The point is on the x-axis

The equation is satisfied

The equation is not satisfied

The point is at the origin

The point is on the line

The point is on the line

The point is at the origin

The point is not on the line

The point is on the y-axis

y = 2x + 3

y = 4x + 1

y = 3x - 1

y = x - 2

It is the equation of a circle

It is used to test if points lie on a specific line

It is used to find the area of a triangle

It represents a quadratic equation

The point is on the line

The point is not on the line

The point is at the origin

The point is on the y-axis