Bonnie had previously calculated the cross product of two vectors in R , but unfortunately sprayed part of their work with tea. Their calculation now looks like: -26 |x-6 = X1 X2 15 8 a) Bonnie realises they can rewrite the expression above as a matrix equation -26) A x2= 15 for some appropriate matrix 8 x3 A. Find A. A = b) Find a possible value for x1 x) given Bonnie remembers that its length is X3 V21. X2 %3D X3 c) Explain geometrically why there are two different possible answers to the previous part.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Bonnie had previously calculated the cross product of two vectors in R , but unfortunately sprayed part of their work with tea. Their calculation now looks like:
-26
|x-6 =
X1
X2
15
8
a) Bonnie realises they can rewrite the expression above as a matrix equation
-26)
A x2=
15
for some appropriate matrix
8
x3
A. Find
A.
A =
b) Find a possible value for
x1
x) given Bonnie remembers that its length is
X3
V21.
X2
%3D
X3
c) Explain geometrically why there are two different possible answers to the previous part.
Transcribed Image Text:Bonnie had previously calculated the cross product of two vectors in R , but unfortunately sprayed part of their work with tea. Their calculation now looks like: -26 |x-6 = X1 X2 15 8 a) Bonnie realises they can rewrite the expression above as a matrix equation -26) A x2= 15 for some appropriate matrix 8 x3 A. Find A. A = b) Find a possible value for x1 x) given Bonnie remembers that its length is X3 V21. X2 %3D X3 c) Explain geometrically why there are two different possible answers to the previous part.
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