Linear Algebra and Its Applications · Problem 3.3.2

Orthogonality — Gilbert Strang

Mathematics · least-squares-line-through-origin

Problem

Suppose the values b1=1b_1 = 1 and b2=7b_2 = 7 at times t1=1t_1 = 1 and t2=2t_2 = 2 are fitted by a line b=Dtb = Dt through the origin. Solve D=1D = 1 and 2D=72D = 7 by least squares, and sketch the best line.

Related theory

Browse the problem library