In the linear regression model with n sample points (m1,91),...(Xn, Jn), the best fit line is given by y = a + bx where n *Στι-(2») (Στ) Σrigi i=1 i=1 b= i=1 and a = y-br. 2 n n nΣ - (Σ r i=1 The estimated y-value is given by ji = a + bri. Prove the ff. n (2) Σy = Σ i=1 i=l n (b) Σ(y. – 9:); = 0. - i=1 (c) SST = SSR + SSE [see lecture 12 for definition.] (Hint: Expand both LHS and RHS then add/subtract missing terms.)
In the linear regression model with n sample points (m1,91),...(Xn, Jn), the best fit line is given by y = a + bx where n *Στι-(2») (Στ) Σrigi i=1 i=1 b= i=1 and a = y-br. 2 n n nΣ - (Σ r i=1 The estimated y-value is given by ji = a + bri. Prove the ff. n (2) Σy = Σ i=1 i=l n (b) Σ(y. – 9:); = 0. - i=1 (c) SST = SSR + SSE [see lecture 12 for definition.] (Hint: Expand both LHS and RHS then add/subtract missing terms.)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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