Answer:

non-proportional
Explanation:
Given equation:

Create a table of ordered pairs using the given equation:

Graph
As the given equation is linear, plot two of the ordered pairs and draw a straight line through them. (See attachment).
Proportional Relationship
A relationship in which two quantities vary directly with each other.
y varies directly as x:

(where k is some constant)
To find if the relationship is proportional using the table, find the ratio
of each row. If the ratio is the same, the relationship is proportional.

Graphs of proportional relationships pass through the origin (0, 0).
Therefore, the relationship is non-proportional because:
- The ratios of y/x of each row of the table are not the same.
- The graph does not pass through the origin.
- There is the addition of a constant in the given equation, which means that y does not vary directly as x.