If the ordered pair $(6,8)$ belongs to function $g$, then g (_____) = ____.
A) $8 ; 6$
B) $y ; 6$
C) $\mathrm{x} ; 8$
D) $6 ; 8$

Name: If the ordered pair $(6,8)$ belongs to function $g$, then g (_____) = ____. A) $8 ; 6$ B) $y ; 6$ C) $\mathrm{x} ; 8$ D) $6 ; 8$
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Question

Quizplus · Accepted Answer

In an ordered pair $(x, y)$, the first number represents the input to the function, and the second number represents the output. Therefore, if $(6, 8)$ belongs to function $g$, it means $g(6) = 8$.

If the Ordered Pair (6,8)(6,8)(6,8) Belongs to Function ggg , Then G (_____) = ____

If the Ordered Pair $(6,8)$ Belongs to Function $g$ , Then G (_) =