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Prepare for your upcoming quiz on least squares regression with a comprehensive overview of the concepts, including how to reduce equations to the "y = mx + b" form. We'll cover key data points such as Sx, Sy, and Sxy, as well as how to make predictions based on the regression line. You’ll also learn to identify the correlation coefficient (r-value) and its significance. With practical examples and significant figures conversion exercises, you'll be well-equipped to tackle your quiz confidently.
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IB: Trasketball Y’all have a quiz on Monday.
Below is the least squares regression. Reduce it down to the “y = mx +b” form.
Below is the least squares regression. Reduce it down to the “y = mx +b” form.
Below is the least squares regression. Reduce it down to the “y = mx +b” form.
Below is the least squares regression. Reduce it down to the “y = mx +b” form.
Find the Least Squares Regression line Given the following data: Sx =4.59 Sy =2.54 Sxy = 0.955 = 10.3 = 12.7
Find the Least Squares Regression line Given the following table:
Find the Least Squares Regression line Given the following data: Sx= 13.6 Sy =19.3 Sxy = 9.54 = 112 = 254
Find the Least Squares Regression line Given the following table:
Given the line, make a prediction for the y-value: The Least Squares Regression: X = 13.9
Given the line, make a prediction for the y-value: Y = mx + b: y = 25.7x – 14.3 X = 4.2
Given the line, make a prediction for the y-value: The Least Squares Regression: X = 5.44
Given the line, make a prediction for the y-value: Y = mx + b: y = 32x + (-12.8) X = (-2.7)
Identify the r-value from the graph: (It doesn’t have to be exact, just an estimate)
Tell me about r = 0.878 Strength? Form? Direction?
Tell me about r = -0.459 Strength? Form? Direction?
Tell me about r = .777 Strength? Form? Direction?
Tell me about r = 3.20 Strength? Form? Direction?
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