デジタル形式で段階的に解決 ありがとう!! SOLVE STEP BY STEP IN DIGITAL FORMAT - Using the vectors A - 2xyi + 3xzj- 2yk and B = 3xi-xyzj +5xyk, answer the following questions: AxB={15x²yz-2xy²z}-{10x²y² +6xy}+{-2x²y²z-9x²z}k A.B=6x²y-3x²yz ² - 10xy² Taking the value obtained in part a) of this problem, indicate what the value of the cross product of vectors "A" and "B" is at the point (3, 6, -1). Taking the value obtained in part b) of this problem, indicate what the value of the dot product of vectors "A" and "B" is at the point (-2, 0, -2). What is the cross product between "A" and "B"? What is the dot product between "A" and "B"? SOLVE THIS

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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デジタル形式で段階的に解決
ありがとう!!
SOLVE STEP BY STEP IN DIGITAL FORMAT
-
Using the vectors A = 2xy + 3xzj - 2yk and B = 3xi-xyzj + 5xyk,
answer the following questions:
AxB={15x²yz-2xy²z}-{10x²y² +6xy}+{-2x²y²z-9x²z}k
What is the cross product between "A" and "B"?
What is the dot product between "A" and "B"?
A.B=6x²y-3x²yz² - 10xy²
Taking the value obtained in part a) of this problem, indicate what the value of the
cross product of vectors "A" and "B" is at the point (3, 6, -1).
Taking the value obtained in part b) of this problem, indicate what the value of the
dot product of vectors "A" and "B" is at the point (-2, 0, -2).
SOLVE THIS
Transcribed Image Text:デジタル形式で段階的に解決 ありがとう!! SOLVE STEP BY STEP IN DIGITAL FORMAT - Using the vectors A = 2xy + 3xzj - 2yk and B = 3xi-xyzj + 5xyk, answer the following questions: AxB={15x²yz-2xy²z}-{10x²y² +6xy}+{-2x²y²z-9x²z}k What is the cross product between "A" and "B"? What is the dot product between "A" and "B"? A.B=6x²y-3x²yz² - 10xy² Taking the value obtained in part a) of this problem, indicate what the value of the cross product of vectors "A" and "B" is at the point (3, 6, -1). Taking the value obtained in part b) of this problem, indicate what the value of the dot product of vectors "A" and "B" is at the point (-2, 0, -2). SOLVE THIS
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