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20 Apr 2018

14. The points Q = (0,1,-1), R= (1, 1,-1) determine a line. The shortest distance from S = (1,1,1) to this line is: -15 B) te % - i

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Keith Leannon
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20 Apr 2018
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Related textbook solutions

Introductory Statistics
OER Edition, 2013
Openstax
ISBN: 9781938168208

Related questions

Part II: Answer in the space provided below each question. Continue on the facing page (i.e. back of the previous page). After that, use one of the continuation pages at the end of this booklet, being sure to indicate its location. II.1 (10 points) (a) Find the distance from the point P(2,1,0) to the line L determined by the two points A(1,1,1) and B(2,-1,3).

12. A football team of 11 players is to be selected from a set of 15 players, 5 of whom can play only in the backfield,8 of whom can only play on the line, and two of whom can play either in the backfield or the line. Assuming the team has 7 menon the line and 4 on the backfield, determine the number of football teams possible. We have to decide if the two versatile players are going to play.
 
(a) Neither of the two plays.
 
(b) One of the two plays.
  
   (i) If the versatile player played in the line.
   (ii) If the versatile player plays in the backfield.
 
(c)  Both play (one line, one backfield)
 
(d)  Both play line
 
(e) Both play backfield
 
 
 

4. An equation of the plane containing the point P(1,-1,2) and perpendicular to the line (x, y, z) = (2-3t, 1+ 5t, 7+t) is (A) 2.0 + y + 72 = 15 (B) 6:- 10y - 22 = 12 (C) 4.2 - 9y - 62 = 1 (D) 92 + 5y - 22 = 0 (E) 3x + 2y - 2= -1

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