Expected case for projecting points
... that the origin is the boundary of a cell. We are interested in the expected concentration EConc(P ) over all lines L(α) EConc(P ) = Eα [Conc(P, L(α))] , where α is chosen uniformly at random. Let us observe that, for an asymptotic bound on EConc(P ), it is equivalent to consider that the lines L(α) ...
... that the origin is the boundary of a cell. We are interested in the expected concentration EConc(P ) over all lines L(α) EConc(P ) = Eα [Conc(P, L(α))] , where α is chosen uniformly at random. Let us observe that, for an asymptotic bound on EConc(P ), it is equivalent to consider that the lines L(α) ...
Parallel and Perpendicular Lines IM1 November 09, 2015
... Now Find another two points that create a perpendicular line to the one you just made. Do this 6 different 3mes. Do your best to “eyeball” it…get as close as you can. Determine the slope of t ...
... Now Find another two points that create a perpendicular line to the one you just made. Do this 6 different 3mes. Do your best to “eyeball” it…get as close as you can. Determine the slope of t ...
GEOMETRY EXAM 1.1 1. Jason designed a mall entrance made of
... 8. Write an equation of the line through point S(–10, –3) and perpendicular to the line with equation -4x + 7y = -28. (2 points) 9. Which two lines are parallel? (1 point) I. II. III. A. I and II C. II and III B. I and III D. No two of the lines are parallel. ____ 10. Complete the statement. If a t ...
... 8. Write an equation of the line through point S(–10, –3) and perpendicular to the line with equation -4x + 7y = -28. (2 points) 9. Which two lines are parallel? (1 point) I. II. III. A. I and II C. II and III B. I and III D. No two of the lines are parallel. ____ 10. Complete the statement. If a t ...