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10 Nov 2019
Homework Problem 5, Linear Algebra: Develop the solution to homogeneous set of first order homogeneous ODEs. Refer to the techniques outlined in the notes. Note that the system given here is the same as you just worked on in problem 4. There are multiple paths that will lead to the solution for this problem, one of which is to observe that the general solution for the homogeneous problem can be obtained from the non homogeneous solution by leaving the particular integral off of the solution given the equation on page 23(?) ofthese notes: x:4Q(t)0%x,+J00lt. Q'¡(t)dt This formula will work if the eigenvectors are properly properly normalized an intermediate simplification used in deriving the solution 0'ÐФ will not be true and the formula will not work. If the eigenvectors are not
Homework Problem 5, Linear Algebra: Develop the solution to homogeneous set of first order homogeneous ODEs. Refer to the techniques outlined in the notes. Note that the system given here is the same as you just worked on in problem 4. There are multiple paths that will lead to the solution for this problem, one of which is to observe that the general solution for the homogeneous problem can be obtained from the non homogeneous solution by leaving the particular integral off of the solution given the equation on page 23(?) ofthese notes: x:4Q(t)0%x,+J00lt. Q'¡(t)dt This formula will work if the eigenvectors are properly properly normalized an intermediate simplification used in deriving the solution 0'ÐФ will not be true and the formula will not work. If the eigenvectors are not
Lelia LubowitzLv2
18 Jun 2019