
This
page includes Step-by-Step instructions to use MS Excel to calculate the Coefficients
of Partial Determination for the Temperature/Mowing/Water
example.
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Example: Assume
that for 7 randomly selected days during a three-hour period spent outside, a
person recorded the outside temperature, the time
they spent mowing the grass, and their water
consumption.
Use
Excel to calculate the coefficient of partial determination if the amount
of water consumed is
dependent on the temperature and the time
spent mowing the grass. Use the data given below.
|
Temperature
(F) |
Time mowing the grass
(hours) | Water Consumption (ozs) |
|
75 |
1.85 |
16 |
|
83 |
1.25 |
20 |
|
85 |
1.5 |
25 |
|
85 |
1.75 |
27 |
|
92 |
1.15 |
32 |
|
97 |
1.75 |
48 |
|
99 |
1.6 |
48 |
Preliminaries: Make sure you have the Data Analysis Tool
Pak loaded. Click here for additional
information on the ToolPak. Use the "back" button on your
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Preliminaries: Entering the data.
Procedure
Coefficients of partial determination can be expressed in terms of simple or other partial correlation coefficients. For example:
Where rY1 denotes the coefficient of simple correlation between Y and X1, and r12 denotes the coefficient of simple correlation between X1 and X2, and so on.
Click here to
check your answers and interpretations.
Learn the Procedure for calculating the
coefficient of partial determination
Partial Determination
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