Exam 2: Euclidean Space
Exam 1: Systems of Linear Equations57 Questions
Exam 2: Euclidean Space48 Questions
Exam 3: Matrices76 Questions
Exam 4: Subspaces60 Questions
Exam 5: Determinants48 Questions
Exam 6: Eigenvalues and Eigenvectors75 Questions
Exam 7: Vector Spaces45 Questions
Exam 8: Orthogonality75 Questions
Exam 9: Linear Transformations60 Questions
Exam 10: Inner Product Spaces45 Questions
Exam 11: Additional Topics and Applications75 Questions
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Sketch the graph of
and
, and then use the Parallelogram Rule to sketch the graph of
.



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Express the given system of linear equations as a single vector equation.


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Find an example of a linear system with two equations and three variables that has
as the general solution.

(Short Answer)
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Determine if the homogeneous system
has any nontrivial solutions, where



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Determine how to divide a total mass of 18 kg among the vectors
so that the center of mass is



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