Consider the plane that passes through the points P = (2,7,3), Q-(-1,7,1) and R= (2-1,3). Two vectors in the plane are and using the PQ and PR Therefore a vector normal to the plane is ni = position vector of point Pas r the equation of the plane is: Hint for vectors use the unit normal basis vectors i kor sahra

Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
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Chapter5: Inner Product Spaces
Section5.CR: Review Exercises
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Consider the plane that passes through the points P = (2,7,3). Q-(-1,7,1) and R= (2-1,3). Two vectors in the plane are
and using the
PQ
and PR
Therefore a vector normal to the plane is r =
position vector of point P as the equation of the plane is:
Hint: for vectors use the unit normal basis vectors i, j, k or <a,b,c>
Transcribed Image Text:Consider the plane that passes through the points P = (2,7,3). Q-(-1,7,1) and R= (2-1,3). Two vectors in the plane are and using the PQ and PR Therefore a vector normal to the plane is r = position vector of point P as the equation of the plane is: Hint: for vectors use the unit normal basis vectors i, j, k or <a,b,c>
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