In[64)= Clear [a, b, c] a (-3, 2, 1} b- (4, -1, 3) Out(65)= (-3, 2, 1} Out(66)= {4, -1, 3) (a + b) / 2 In[67]= cntr - 2} Out(67]= 2. 2. mean delete duplicates total max more... In Exercises 18 through 20, find the radius and center of ea 18. x + y +z? +2y-2z 2 19. x² + y +z +4x-4y+2z= 0 20.3x² +3 y +3z2 +6x-y-3 = 0 11.3Dot Product Exercises Exercises 1 through 3 are based on the vectors a = (1, 1, -2 %3D 1. Find the dot product of a and b and the dot product of b

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.1: Inner Product Spaces
Problem 12EQ
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Find the radius and center of each sphere

19.) x^2+y^2+z^2+4x-4y+2z=0

In[64)= Clear [a, b, c]
a (-3, 2, 1}
b- (4, -1, 3)
Out(65)= (-3, 2, 1}
Out(66)= {4, -1, 3)
(a + b) / 2
In[67]= cntr -
2}
Out(67]=
2.
2.
mean
delete duplicates
total
max
more...
In Exercises 18 through 20, find the radius and center of ea
18. x + y +z? +2y-2z 2
19. x² + y +z +4x-4y+2z= 0
20.3x² +3 y +3z2 +6x-y-3 = 0
11.3Dot Product
Exercises
Exercises 1 through 3 are based on the vectors a = (1, 1, -2
%3D
1. Find the dot product of a and b and the dot product of b
Transcribed Image Text:In[64)= Clear [a, b, c] a (-3, 2, 1} b- (4, -1, 3) Out(65)= (-3, 2, 1} Out(66)= {4, -1, 3) (a + b) / 2 In[67]= cntr - 2} Out(67]= 2. 2. mean delete duplicates total max more... In Exercises 18 through 20, find the radius and center of ea 18. x + y +z? +2y-2z 2 19. x² + y +z +4x-4y+2z= 0 20.3x² +3 y +3z2 +6x-y-3 = 0 11.3Dot Product Exercises Exercises 1 through 3 are based on the vectors a = (1, 1, -2 %3D 1. Find the dot product of a and b and the dot product of b
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