Consider the data points with the following coordinates.
x|33.8 37.2 14.1 46.3 29.5
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y| 2 7 4 6 2
You have a relation between the set of x values and the set of y values. What do you want to do with it?
It posted wrong 33.8/7 37.2/7 14.1/4 46.3/6 29.5/2
Do you mean division, as in 29.5 divided by 2, or an element of the relation, as in (29.5, 2)?
You still haven't described the question.
I am not to sure the line goes all the way through as a solid line. x sits on the upper line and y sits below the line. The instructor wants to know the data points with the following coordinates. This is a multiple choice the answers they gave us were .4204 or -4204 or .3742
To find a relationship between the x and y coordinates, we can create a scatter plot of the data points. This will allow us to visually analyze the data and determine if there is any correlation between the variables.
To create a scatter plot, we will plot the x-coordinates on the x-axis and the y-coordinates on the y-axis. Each data point will be represented by a dot on the graph.
Let's plot the given data points on a scatter plot:
x|33.8 37.2 14.1 46.3 29.5
______________________________________
y| 2 7 4 6 2
The scatter plot would look like this:
|
8 + +
| *
| *
6 + +
|
|
4 + +
|
|
2 + +
|
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10 20 30 40 50
Now, we can analyze the scatter plot to determine if there is any relationship between the x and y coordinates. If the points appear to form a pattern or trend, we can conclude that there is a correlation.
From the scatter plot, we can observe that the data points do not follow a clear pattern or trend. They seem to be scattered randomly with no obvious relationship between the x and y coordinates. Therefore, we can conclude that there is no significant correlation between the variables in this dataset.