MATH 226 - 9.17.2007

MATH 226 - 9.17.2007 - x = c1 y = c2 store RegeQ y1(x) y =...

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MATH 226 – September 17, 2007 Least Squared Line – given n sets of paired (x, y) data points We want to find: y-hat = β 0 + β 1 x we minimize L = Σ(y i – y i -hat) 2 = Σ(y i – β 0 + β 1 x i ) 2 δL/δβ 0 = -2Σ(y i – β 0 + β 1 x i )(y i – 1 – β 1 x i ) δL/δβ 1 = -2Σ(y i – β 0 + β 1 x i )(y i – β 0 – β 1 x i ) SEE BEST FIT SHEET FOR SOLUTIONS FOR β 0 AND β 1 On calculator (COMMANDS) Data/Matrix App Fill in blanks Column 1 = x data points Column 2 = y data points F5 Linreg Linear Regression
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Unformatted text preview: x = c1 y = c2 store RegeQ y1(x) y = ax + b a = .736788 b = .071723 F2 Highlight plot1 F1 Scatter plot type (boxes) Window F2: 9 Data/Matrix Curser to c3 F4 c3 = y1(c1) F4 y1 y1 hat = residual the residual is e i = y i- y i hat c4 = c2 c3 c5 1, 2, 3, 4, 5, 6 F2 Plot 2 F1 Scatter c5 for x c4 for y y=0 Plot 2 and y2 = 0 checked Window F2 9 residuals...
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MATH 226 - 9.17.2007 - x = c1 y = c2 store RegeQ y1(x) y =...

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