Suppose that the relation $$ G $$ is defined as follows. $$ G=\{(8, c),(2,8),(5, c)\} $$ Give the domain and range of $$ G $$. Write your answers using set notation.

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The domain of a relation is the set of all first elements (inputs), and the range is the set of all second elements (outputs).

For the relation G:
 G = {(8, c), (2, 8), (5, c)}

The domain is the set of all first coordinates:
 Domain = {8, 2, 5}

The range is the set of all second coordinates:
 Range = {c, 8}

Thus, the answers in set notation are:
 Domain = {2, 5, 8}  Range = {8, c}
Domain = {2, 5, 8}, Range = {8, c}

Suppose that the relation \( G \) is defined as follows. \[ G=\{(8, c),(2,8),(5, c)\} \] Give the domain and range of \( G \). Write your answers using set notation.

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