2.6 “scatterplots” positive correlation: points line up in a positive slope direction. negative...

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2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction. No Correlation: points are all over the place. Scatterplo ts:

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Page 1: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

2.6 “Scatterplots”Positive Correlation: points line up in a positive slope direction.

Negative Correlation: points line up in a negative slope direction.

No Correlation: points are all over the place.

Scatterplots:

Page 2: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

Writing Equations1. A person 25 years old needs

2400 calories of food per day. A person 30 years old needs 2300 calories per day.

A. State the variables

B. Find the slope

C. Find the prediction equation

D. Predict the caloric need of a person 68 years old.

Page 3: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

Try This…1. Chef Sam found that after 6

minutes of cooking time, the moisture content of a hamburger was about 48%. After 10 minutes time, the moisture content was about 40%

A. State the variables.

B. Find the slope.

C. Find the prediction equation.

D. Predict the percentage of moisture content after 20 minutes cooking time.

Page 4: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

Using Lines of “Best Fit”Use the chart below to:

A. Make a scatterplotB. Draw line of best fitC. Make a prediction

equation.

X = Annual Sales (in thousands)Y = Years of Experience

X 46 35 51 42 33 50 30

Y 6 4 8 5.5 3 7 2.5

Page 5: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

Example Continued

1. Set increments2. Plot points3. Draw line of best fit4. Find slope using 2 of the points

Page 6: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

PracticeUse the chart below to:

A. Make a scatterplotB. Draw line of best fitC. Make a prediction

equation.

X = Age in YearsY = Blood Pressure

X 35 24 55 48 37 41 30

Y 128 108 145 140 121 132 132

Page 7: 2.6 “Scatterplots” Positive Correlation: points line up in a positive slope direction. Negative Correlation: points line up in a negative slope direction

Practice Continued

1. Set increments2. Plot points3. Draw line of best fit4. Find slope using 2 of the points