The dot product of two vectors Xị yi X2 and y y2 Xn Yn in R" is defined by x · ỷ = x1yi + x2y2 + ... + x,Yp. The vectors x and y are called perpendicular if x· y = 0. Any vector in R perpendicular to can be written in the form s+ t.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter1: Vectors
Section1.1: The Geometry And Algebra Of Vectors
Problem 2EQ
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The vectors x and y are called perpendicular if x⋅y=0. Any vector in R3 perpendicular can be written in the form....

The dot product of two vectors
X1
Yi
X2
X =
and y
Xn
Уп
in R" is defined by x· ý = x1Yı + x2Y2 + ...
+ xnYn. The vectors x and y are called perpendicular if x · y = 0. Any vector in R'
3
perpendicular to
2
-2
5
can be written in the form
s+
t.
00
Transcribed Image Text:The dot product of two vectors X1 Yi X2 X = and y Xn Уп in R" is defined by x· ý = x1Yı + x2Y2 + ... + xnYn. The vectors x and y are called perpendicular if x · y = 0. Any vector in R' 3 perpendicular to 2 -2 5 can be written in the form s+ t. 00
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