Question

state whether the graph shown is discrete or continuous and why.
discrete, because the graph consists of a single, unbroken line or curve
continuous, because the graph consists of a single, unbroken line or curve
discrete, because the graph consists of unconnected individual points
continuous, because the graph consists of unconnected individual points

Explanation:

Step1: Recall definitions

A discrete graph consists of unconnected individual points. A continuous graph is an unbroken line or curve.

Step2: Analyze the graph

The given graph has unconnected individual points.

Answer:

Discrete, because the graph consists of unconnected individual points.