The relationship between x = temperature in degrees Fahrenheit and y = chirps per minute for the striped ground cricket, is summarized with the regression line y = -0.31 + 0.212x. For this model, technology gives s3= %3D 0.97 and = 0.697. %3D %3D Interpret the value of s. 079% of the vorinbility in chirnse ner minute is nccounted for by the least-sauares regression line wvith y= temperature in

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14
The relationship between x = temperature in degrees Fahrenheit and y = chirps per minute for the striped ground cricket, is
summarized with the regression line y = -0.31 + 0.212x. For this model, technology gives s = 0.97 and = 0.697.
Interpret the value of s.
O 97% of the variability in chirps per minute is accounted for by the least-squares regression line with x = temperature in
degrees Fahrenheit.
O The actual number of chirps per minute is typically about 0.97 less than the number predicted by the least-squares
regression line with x = temperature in degrees Fahrenheit.
O The value 0.97 indicates that the linear relationship between temperature and chirps per minute is strong and positive.
O The actual number of chirps per minute is typically about 0.97 more than the number predicted by the leäst-squares
regression line with x temperature in degrees Fahrenheit.
O The actual number of chirps per minute is typically about 0.97 away from the number predicted by the least-squares
regression line with x temperature in degrees Fahrenheit.
Transcribed Image Text:14 The relationship between x = temperature in degrees Fahrenheit and y = chirps per minute for the striped ground cricket, is summarized with the regression line y = -0.31 + 0.212x. For this model, technology gives s = 0.97 and = 0.697. Interpret the value of s. O 97% of the variability in chirps per minute is accounted for by the least-squares regression line with x = temperature in degrees Fahrenheit. O The actual number of chirps per minute is typically about 0.97 less than the number predicted by the least-squares regression line with x = temperature in degrees Fahrenheit. O The value 0.97 indicates that the linear relationship between temperature and chirps per minute is strong and positive. O The actual number of chirps per minute is typically about 0.97 more than the number predicted by the leäst-squares regression line with x temperature in degrees Fahrenheit. O The actual number of chirps per minute is typically about 0.97 away from the number predicted by the least-squares regression line with x temperature in degrees Fahrenheit.
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