Benjamin Emerson-
Is the distance from a hoop related to the percentage of shots you will make?
I am measuring 5 shots from 30 different distances from the basket(going back one foot each time) and determining the percentage of made shots.
My two variables are distance from the hoop and percentage of shots made.
I will measure it this weekend when I am in the gym working out and shooting.
The type of association is negative It will be a moderately strong association.

Distance From Hoop (feet)

Shots Made of 5

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5

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5

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5

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5

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5

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5

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5

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5

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5

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5

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3

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5

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30

1

Correlation between Distance From Hoop (feet) and Shots Made of 5 is:
-0.79127817
Correlation Coefficient:

Coefficient of Determination as %= 63% Simple linear regression results: Dependent Variable: Shots Made of 5
Independent Variable: Distance From Hoop (feet)
Shots Made of 5 = 5.8436782 - 0.11679644 Distance From Hoop (feet)
Sample size: 30
R (correlation coefficient) = -0.79127817
R-sq = 0.62612115
Estimate of error standard deviation: 0.80860552 THE CORRELATION DETERMINATION IS 62.61% THE LEAST SQUARE REGRESSION EQUATION IS 5.84 - 0.11% WHICH MEANS FOR EVERY FOOT AWAY FROM THE HOOP, I HAVE A .11% LESS CHANCE OF MAKING A BASKET. Parameter estimates:

Is the distance from a hoop related to the percentage of shots you will make?

I am measuring 5 shots from 30 different distances from the basket(going back one foot each time) and determining the percentage of made shots.

My two variables are distance from the hoop and percentage of shots made.

I will measure it this weekend when I am in the gym working out and shooting.

The type of association is negative It will be a moderately strong association.

Correlation between Distance From Hoop (feet) and Shots Made of 5 is:

-0.79127817

Correlation Coefficient:

Coefficient of Determination as %= 63%

Simple linear regression results:Dependent Variable: Shots Made of 5

Independent Variable: Distance From Hoop (feet)

Shots Made of 5 = 5.8436782 - 0.11679644 Distance From Hoop (feet)

Sample size: 30

R (correlation coefficient) = -0.79127817

R-sq = 0.62612115

Estimate of error standard deviation: 0.80860552

THE CORRELATION DETERMINATION IS 62.61%

THE LEAST SQUARE REGRESSION EQUATION IS 5.84 - 0.11% WHICH MEANS FOR EVERY FOOT AWAY FROM THE HOOP, I HAVE A .11% LESS CHANCE OF MAKING A BASKET.

Parameter estimates:ParameterEstimateStd. Err.AlternativeDFT-StatP-valueAnalysis of variance table for regression model:SourceDFSSMSF-statP-value