9 items in this folder.
| Status | Name | Type | Last modified | |||
|---|---|---|---|---|---|---|
| 2nd-Order Inhomogeneous - Trig (C) (NH) | question | 25 Jan 2017, noon | ||||
| Philip's copy of 2nd-Order Inhomogeneous - Rep Roots (C) | question | 25 Jan 2017, 12:02 p.m. | ||||
| Philip's copy of 2nd-Order Inhomogeneous - Trig (C) | question | 25 Jan 2017, noon | ||||
| Philip's copy of First Order Inhomogeneous - (non-clashing) Exponential (No steps) | question | 25 Jan 2017, 11:54 a.m. | ||||
| Philip's copy of Reduction of Order: CFs $y_a = x^n e^{k_a x}$; $y_{PI} = x^n$ | question | 25 Jan 2017, 3:19 p.m. | ||||
| Philip's copy of Second-Order Homogeneous - Distinct Roots | question | 25 Jan 2017, 12:03 p.m. | ||||
| Reduction of Order: CFs $y_a = e^{mx} x^{k_a}$; $y_{PI} = e^{mx} x^n$ | question | 25 Jan 2017, 11:59 a.m. | ||||
| Reduction of Order: CFs $y_a = x^n (\log{x})^{\delta_{1a}}$; $y_{PI} = 0$ | question | 25 Jan 2017, 11:59 a.m. | ||||
| Reduction of Order: CFs $y_a = x^n e^{k_a x}$; $y_{PI} = x^n$ | question | 6 Mar 2020, 8:52 a.m. |
There's nothing in this folder at the moment.