Mat3706 assignment 1 2023 - Study guides, Study notes & Summaries

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MAT3706 Ordinary Differential Equations Assignment 01 2022/2023 All Questions Accurately Solved. STUDY GUIDE: CHAPTERS 1, 2 and 3 SOLUTIONS TO ASSIGNMENT 01 Question 1 Show that the system: [15 marks] x −¨ 3 ˙x − ˙y + 2y = 14t + 7, x −˙ 3x + ˙y = 1, is equivalent to the following triangular systems: P1(D)[x] = f 1(t), P2(D)[x] + P 3(D)[y] = f 2(t). Determine the Solution . Solution The system in operator notation is : (D 2 − 3D)[x] + (−D + 2)[y] = 14t + 7, (1) (D −...

MAT3706 Ordinary Differential Equations Assignment 01 2022/2023 All Questions Accurately Solved. STUDY GUIDE: CHAPTERS 1, 2 and 3 SOLUTIONS TO ASSIGNMENT 01 Question 1 Show that the system: [15 marks] x −¨ 3 ˙x − ˙y + 2y = 14t + 7, x −˙ 3x + ˙y = 1, is equivalent to the following triangular systems: P1(D)[x] = f 1(t), P2(D)[x] + P 3(D)[y] = f 2(t). Determine the Solution . Solution The system in operator notation is : (D 2 − 3D)[x] + (−D + 2)[y] = 14t + 7, (1) (D −...

MAT3706 Ordinary Differential Equations Assignment 01 2022/2023 All Questions Accurately Solved. STUDY GUIDE: CHAPTERS 1, 2 and 3 SOLUTIONS TO ASSIGNMENT 01 Question 1 Show that the system: [15 marks] x −¨ 3 ˙x − ˙y + 2y = 14t + 7, x −˙ 3x + ˙y = 1, is equivalent to the following triangular systems: P1(D)[x] = f 1(t), P2(D)[x] + P 3(D)[y] = f 2(t). Determine the Solution . Solution The system in operator notation is : (D 2 − 3D)[x] + (−D + 2)[y] = 14t + 7, (1) (D −...