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Using the graph, which shows the percentage of teens who said a certain characteristic is important in a Harris Interactive survey of over $2000$ teenagers in the United States.

A statistical graph or chart is a visual representation of statistical data in graphical form.

The presented graph creates the false appearance that the percentage sum is:

$$\begin{gathered} =46\%+39\%+19\%+17 \\ =121\% \end{gathered}$$

Data must have a percentage that is exactly equivalent to $100$percent, or else it will be misleading and lead to an incorrect conclusion for the readers. Because the text messaging smartphone is roughly four times the size of the camera smartphone, the discrepancies between the two categories were magnified. All cell phones should have the same width, and the height should represent the percentage.

Because it depicts the shaded zone for each category with their associated percentages, pie charts are the best graph to represent data with percentages.

As is well known, pie charts are the most effective graph for representing data in percentages. So, using MINITAB, create the pie chart as follows:

To begin, enter all of the data into MINITAB. Below is an example of a screenshot.

Select the pie chart option from the dropdown menu after clicking on the Graph menu. A new dialogue box will appear after that. To do so, first choose the option to chart values from a table, then choose the feature in categorical variables, and then choose the replies in a variable's summary. The following is a screenshot:

After that, select Labels from the drop-down menu. After that, a new dialogue box will appear. Choose the category name and $\%$ option after clicking on the slice labels tab. Below is an example of a screenshot.

Finally, click the OK button to return to the previous dialogue box, where you can then click the OK button to obtain the appropriate pie chart. The graph is as follows.

Therefore, the graph is drawn.