Select Function 3 and use the Range and Domain sliders to identify the range and domain. Complete parts 1 and 2 below. Use the interactive figure to find your answer. Use the left and right arrow keys to move along a slider as needed. Click here to launch the interactive figure. Part 1: What is the domain of the function? \( \square \) (Type your answer in interval notation.)

Without additional details about the actual graph you see on the interactive tool it can be hard to be 100% sure, but here’s how you would determine the domain and write your answer in interval notation: 1. Look at the graph of Function 3 on the interactive figure. 2. Use the Domain slider (or move the left/right arrows) to notice the farthest left and farthest right x‐values where the graph exists. 3. For example, if you observe that the graph appears for all x–values from –6 up to 6, then the domain is all x such that –6 ≤ x ≤ 6. 4. In interval notation that would be written as [–6, 6]. Thus, if your figure shows the graph beginning at –6 and ending at 6, your answer would be:   [–6, 6] If your graph shows different endpoints, substitute those values accordingly. Make sure to check the interactive figure carefully and record the smallest and largest x–values where the function exists, then write your final answer in the same format.