Question

the table provided below shows paired data for the heights of a certain countrys presidents and their main opponents in the election campaigns. construct a scatterplot. does there appear to be a correlation? click the icon to view the data table for election heights. construct a scatterplot. choose the correct graph below.

Explanation:

Step1: Analyze scatter - plot concept

A scatter - plot shows the relationship between two variables. Here, the two variables are the heights of presidents and their main opponents.

Step2: Check for correlation visually

If the points in the scatter - plot seem to follow a pattern (either upward - sloping for positive correlation or downward - sloping for negative correlation), there is a correlation. If the points are randomly scattered, there is no correlation.

Answer:

Without seeing the actual data points in the table, we cannot definitively choose the correct scatter - plot or determine the correlation. However, if the points are randomly scattered with no discernible pattern (either linear or non - linear), the answer for the correlation would be "No, there does not appear to be a correlation." For choosing the scatter - plot, we would need to plot the data from the table where the x - axis represents the president's height and the y - axis represents the opponent's height and then match it with the given options.