Hafta | Teori Konu Başlıkları |
---|---|
1 | General notions and definitions, Writing the differential equation of a family of curves |
2 | Differential equations with separable variables and equations transformable to have separable variables |
3 | Exact differential equation, integration factor |
4 | Homogeneous and transformable to homogeneous differential equations |
5 | Linear, Bernoulli and Riccati Differential equations, Existence and uniqueness of the solution of first order differential equations |
6 | MIDTERM |
7 | MIDTERM |
8 | Differential equations solvable with respect to derivation, y and x, Clairaut and Lagrange diferential equations |
9 | Some special higher order differential equations |
10 | General linear differential equations |
11 | Reducing the order of higher order differential equations |
12 | Higher order homogeneous linear differential equations with constant coefficients |
13 | Higher order forced linear differential equations with constant coefficients |
14 | Cauchy-Euler equation |
Hafta | Uygulama Konu Başlıkları |
---|---|
1 | General notions and definitions, Writing the differential equation of a family of curves |
2 | Differential equations with separable variables and equations transformable to have separable variables |
3 | Exact differential equation, integration factor |
4 | Homogeneous and transformable to homogeneous differential equations |
5 | Linear, Bernoulli and Riccati Differential equations, Existence and uniqueness of the solution of first order differential equations |
6 | MIDTERM |
7 | MIDTERM |
8 | Differential equations solvable with respect to derivation, y and x, Clairaut and Lagrange diferential equations |
9 | Some special higher order differential equations |
10 | General linear differential equations |
11 | Reducing the order of higher order differential equations |
12 | Higher order homogeneous linear differential equations with constant coefficients |
13 | Higher order forced linear differential equations with constant coefficients |
14 | Cauchy-Euler equation |