The dot product of two vectors can be written in the form x = 00 s+ X1 X2 and y = in R" is defined by * · Ý = X1Y1 + X2Y2 + ... + xnYn. The vectors and are called perpendicular if · y = 0. Any vector in R³ perpendicular to Y1 Y2 or N ∞o

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 31E
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The dot product of two vectors
in R is defined by · y = x1Y1 + x2Y2+
to
can be written in the form
00
s+
18
=
X1
x2
Xn
and y
31 32
∞25
Y1
Y2
+ XnYn. The vectors and ý are called perpendicular if · y = 0. Any vector in R³ perpendicular
Transcribed Image Text:The dot product of two vectors in R is defined by · y = x1Y1 + x2Y2+ to can be written in the form 00 s+ 18 = X1 x2 Xn and y 31 32 ∞25 Y1 Y2 + XnYn. The vectors and ý are called perpendicular if · y = 0. Any vector in R³ perpendicular
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