The linear regression model is -0.01x + 66.52. The slope and equation calculations are shown. What type of relationship does the scatterplot show? (Negative correlation) Will the temperature always show a decrease when the altitude decreases? (No. However, for the most part, as the altitude increases, the temperature decreases.) If the temperature was plotted on the x-axis and the altitude was plotted on the y-axis would the correlation still be the same? (No. The scatterplot would show a positive correlation.) Interpret the slope of the line with respect to this data set. (As the altitude increases the temperature decreases) What does the y-intercept represent in this case? (The temperature before the plane takes off is 58 degrees Farenheit).
The linear regression model is -0.01x + 66.52. The slope and equation calculations are shown. What type of relationship does the scatterplot show? (Negative correlation) Will the temperature always show a decrease when the altitude decreases? (No. However, for the most part, as the altitude increases, the temperature decreases.) If the temperature was plotted on the x-axis and the altitude was plotted on the y-axis would the correlation still be the same? (No. The scatterplot would show a positive correlation.) Interpret the slope of the line with respect to this data set. (As the altitude increases the temperature decreases) What does the y-intercept represent in this case? (The temperature before the plane takes off is 58 degrees Farenheit).