Regression equation for predicting height from age, Basic Statistics

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Regression equation for predicting height from age

The ages and heights of a sample of child smokers were taken. The average age was 13.5 years, with an SD of 2.3 years. The average height was 167.5 cm, with an SD of 8.2 cm. Moreover, the correlation between age and height was 0.18. Find the regression equation for predicting height from age.

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Basic Statistics: Regression equation for predicting height from age

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Basic Statistics: Regression equation for predicting height from age

Reference No:- TGS0722239

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Recent Questions Asked Basic Statistics

Q : Problem based on components of the electric field

Q : How much more will your parents have to each year

Q : Maximum distance between centers of mass when atoms collide

Q : Approximate percentage of men between the values

Q : Regression equation for predicting height from age

Q : Assess the final speed of the released particle

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Q : What is the magnitude of the electrostatic force

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Ask an Expert for Answer!!

Basic Statistics: Regression equation for predicting height from age

Reference No:- TGS0722239

Recent Questions Asked Basic Statistics

Q : Problem based on components of the electric field

Q : How much more will your parents have to each year

Q : Maximum distance between centers of mass when atoms collide

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Q : Regression equation for predicting height from age

Q : Assess the final speed of the released particle

Q : Estimate female life expectancy in a country

Q : Sum of the chance of e occurring

Q : What is the magnitude of the electrostatic force

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