MTH 295 Homework set # 7 The following problems will be fully graded with the possibility of earn...
MTH 295 Homework set # 7 The following problems will be fully graded with the possibility of earning partial credit. To receive any credit, you must show a sufficient amount of work when applicable. If you use additional paper to show your work, insert the additional work sheets between the test pages. DO NOT staple. Sloppy, haphazard work will not receive credit. Give the answers in the spaces provided, and the work on separate sheets of paper. Consider the following systems of differential equations Determine the eigenvalues and eigenvectors of the coefficients matrix. Then solve the differential equations 1) -4x + y + z dy dz ー=V-32 answer: 2) dr = 3x-y-z dt dz answer =x-y-z dt dx 3) dy-x-2y answer. 4) dr ー=2x +2 y-3z dt 3x +4y answer
MTH 295 Homework set # 7 The following problems will be fully graded with the possibility of earning partial credit. To receive any credit, you must show a sufficient amount of work when applicable. If you use additional paper to show your work, insert the additional work sheets between the test pages. DO NOT staple. Sloppy, haphazard work will not receive credit. Give the answers in the spaces provided, and the work on separate sheets of paper. Consider the following systems of differential equations Determine the eigenvalues and eigenvectors of the coefficients matrix. Then solve the differential equations 1) -4x + y + z dy dz ー=V-32 answer: 2) dr = 3x-y-z dt dz answer =x-y-z dt dx 3) dy-x-2y answer. 4) dr ー=2x +2 y-3z dt 3x +4y answer