General solution of a system of differential equations
Question:
General solution of a system of differential equations.
Let A be a 2x2 real matrix having an eigenvalue λ= 3 + 2i and corresponding eigenvector ( 1 ) (-1-i)
Then the real general solution to dx/dt = Ax is:
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OLLU has the following data for the student's enrollment from year 2005 to 2009. What is the estimated enrollment for 2010 by utilizing a liner regression
What variable overhead cost should have been incurred to fill the orders for the 140,000 items? (Omit the "$" sign in your response.)
Discuss how the family and community perception of young children and their education has changed over time.
Discuss the role of the community in the development and education of young children.
What cost for wood should have been incurred to make 4,000 chopping blocks? (Omit the "$" sign in your response.)
Prove the following generalization of the last Sylow's theorem: If |G| is divisible by p^b, and H <= G has order p^a with a <= b
Determine the number of Sylow 2-subgroups and Sylow 3-subgroups that G can have. Justify your answer.
A company's balance sheet for 1999 showed a balance of retained earnings of 510 million.
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