Question

Which inequality describes the range of f(x)

Answer 1

The inequality described in the image is f(x) = y ≥ -3.

When we talk about a function's range, we're referring to the y-values that the function can take.

The graphic illustrates that the y-values begin at -3, indicating that it is inclusive and extends from there.

As a result, the function's allowable range values are y values ranging from -3 to +3.

We can have this in the inequality sign as y ≥ -3

Answer 2

y ≥ -3

Explanation:

When we talk of the range of a function, we are referring to the y-values which are possible for the function to take

From the diagram, we can see that the y-values starts from -3 which shows it is inclusive and extends from it

So, the possible range values of the function are values of y starting from -3 and above it

In inequality sign, we can have this as

y ≥ -3