Suppose that the relation G is defined as follows. G= (3,2),(-1,2),(-8,-1) Give the domain and range of G. Write your answers using set notation. domain= range=

To find the domain of the relation G, we need to identify all the unique x-values in the ordered pairs. The domain is the set of all possible x-values.<br /><br />Looking at the ordered pairs in G, we have:<br />(3,2), (-1,2), and (-8,-1).<br /><br />The x-values are 3, -1, and -8. Therefore, the domain of G is:<br />domain = {3, -1, -8}<br /><br />To find the range of the relation G, we need to identify all the unique y-values in the ordered pairs. The range is the set of all possible y-values.<br /><br />Looking at the ordered pairs in G, we have:<br />(3,2), (-1,2), and (-8,-1).<br /><br />The are, 2 Since 2 is repeated, we only include it once in the set. Therefore, the range of G is:<br />range = {2, -1}