Final answer:
Option D is correct. To convert set notation to interval notation using a calculator, identify the minimum and maximum values in the set by plotting the points and interpreting the graph, typically done using tools like the TI-83, 83+, or 84 calculators.
Step-by-step explanation:
The correct answer to how you can convert set notation to interval notation using a calculator is by identifying the minimum and maximum values in the set. This process involves using a graphing calculator like the TI-83, 83+, or 84 models which have the capability to plot the values of a set and determine the minimum and maximum points directly from the graph. The conversion from set notation to interval notation can then be achieved by interpreting the graphed set and writing the smallest and largest values from the set as your interval.
For example, if the set of plotted points indicates the values range from 2 to 9, then the interval notation would be written as [2, 9].
Graphing the set on a coordinate plane could be the first step in visualizing the distribution of the set values before converting to interval notation. By determining graphically and analyzing the sign of the set values, one can establish the correct interval. Furthermore, incorporating the concept of scale of axes can help in representing the set accurately on a graph, facilitating the identification of minimum and maximum values which is essential for conversion to interval notation.