Observe the table:
\a.
\Assume that the ages are the domain.
\Write the domain and range.
\Since the ages are the domain, the average points per game are the range.
\Domain:
\The domain of the relation is the set of all first (-coordinates) coordinates.
The domain is .
Range: The range of the relation is the set of second (-coordinates) coordinates.
The range of the relation is .
b.
\Write a relation of ordered pairs for the data.
\Observe the table the ordered pairs for the relation, the members of the domain are the -values and the members of therange are the
-values.
The ordered pairs for the relation is .
c.
\State whether the relation is discrete or continuous.
\The domain is a set of individual points.
\Thus, the relation is discrete.
\d. Graph the relation.
\
The relation is a function as each element of the domain is paired with exactly one element of the range.
\
a. The domain is and range is
.
b. The ordered pairs for the relation is .
c. The relation is discrete.
\d. Graph:
\.