To find the point that represents the third term in the geometric sequence, we look at the minutes and the corresponding number of messages sent at that time.
From the table:
- When \( \text{Minutes} = 0 \), \(\text{Messages Sent} = 0\)
- When \( \text{Minutes} = 1 \), \(\text{Messages Sent} = 3\)
- When \( \text{Minutes} = 2 \), \(\text{Messages Sent} = 9\)
- When \( \text{Minutes} = 3 \), \(\text{Messages Sent} = 27\)
- When \( \text{Minutes} = 4 \), \(\text{Messages Sent} = 81\)
The third term corresponds to \( \text{Minutes} = 3\) where the number of messages sent is \(27\).
Therefore, the point that should be graphed to represent the third term is:
(3, 27)
So the correct response is:
(3, 27)