Download the Excel file for HW3, which contains two sets of datafor two variables.

1. For the first set of paired data (sheet 1):

a) Make a scatterplot of the data.

b) Use Excel functions to find the means and standard deviations of each variable.

c) Working in Excel, calculate the correlationcoefficient (r) by creating columns of calculations (unpack the formula).

d) Find the regression equation relating the variables. Use the first column as the explanatory variable and the second as the response variable.

e) What y-value would you predict from x = 58 in the data set? Why?

2. For the second data set (sheet 2), do the following:

a) Make a scatterplot of the data.

b) Use Excel functions to find the means and standard deviations of each variable.

c) Find the regression equation relating the variables. Use the first column as the explanatory variable and the second as the response variable.

d) What y-value would you predict from x = 58 in the data set? Why?

Hello,

Thanks for asking BrainMass. Please see the attachments for the solution.

Regression equation

Download the Excel file for HW3, which contains two sets of data for two variables.

1. For the first set of paired data (sheet 1):

Answers

a) Make a scatter plot of the data.

b) Use Excel functions to find the means and standard deviations of each variable.

x y

Mean 41.95 245.3

Standard Deviation 18.2799142 130.6127664

Please see the excel spreadsheet.

c) Working in Excel, calculate the correlation coefficient (r) by creating columns of calculations (unpack the formula).

The correlation between X, Y is given by the formula

The details are given …

The expert examines using Excel to calculate descriptive statistics.