What's the Line? An online article suggested that for each additional person who took up regular running for exercise, the number of cigarettes smoked daily would decrease by 0.178. If we assume that 48 million cigarettes would be smoked per day if nobody ran, what is the equation of the regression line for predicting number of cigarettes smoked per day from the number of people who regularly run for exercise? measured the annual forest loss (in square ion line

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What's the equation

### 5.2 What's the Line?

An online article suggested that for each additional person who took up regular running for exercise, the number of cigarettes smoked daily would decrease by 0.178. If we assume that 48 million cigarettes would be smoked per day if nobody ran, what is the equation of the regression line for predicting the number of cigarettes smoked per day from the number of people who regularly run for exercise?

### 5.3 Shrinking Forests

Scientists measured the annual forest loss (in square kilometers) in Indonesia from 2000 to 2012. They found the regression line:

\[ \text{forest loss} = 7500 - (1021 \times \text{year since 2000}) \]

This equation suggests that there is an annual decrease of 1021 square kilometers from the year since 2000.
Transcribed Image Text:### 5.2 What's the Line? An online article suggested that for each additional person who took up regular running for exercise, the number of cigarettes smoked daily would decrease by 0.178. If we assume that 48 million cigarettes would be smoked per day if nobody ran, what is the equation of the regression line for predicting the number of cigarettes smoked per day from the number of people who regularly run for exercise? ### 5.3 Shrinking Forests Scientists measured the annual forest loss (in square kilometers) in Indonesia from 2000 to 2012. They found the regression line: \[ \text{forest loss} = 7500 - (1021 \times \text{year since 2000}) \] This equation suggests that there is an annual decrease of 1021 square kilometers from the year since 2000.
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