Exploring Linear Functions and Relations

They must form a straight line.

They must form a curve.

They must form a circle.

They must form a triangle.

A point on a curve

A point in a square

A point on a circle

A point on a line

A random pattern

A circular pattern

A straight-line pattern

A triangular pattern

A linear function does not require ordered pairs.

A linear function allows multiple x-coordinates for one y-coordinate.

A linear function requires a unique y-coordinate for each x-coordinate.

A linear function can only have positive coordinates.

To make the function non-deterministic

To allow the function to form a circle

To ensure each x-coordinate maps to exactly one y-coordinate

To ensure the function is not linear

f(x) = x^2 + b

f(x) = m/x + b

f(x) = mx + c

f(x) = mx + b

The y-intercept

The x-intercept

The slope of the line

The curvature of the line

It represents the curvature.

It represents the y-intercept.

It represents the x-intercept.

It represents the slope.

g(x)

h(x)

f(x)

i(x)