Sumários
Problem session 9
2 Dezembro 2021, 11:00 • Martí Rosselló Gómez
Exercises of Differential Calculus 8 a) e) g) j) o), 9 a) b) c) for i(x), 10, 12 a) 13 a)
Problem session 9
2 Dezembro 2021, 09:00 • Martí Rosselló Gómez
Exercises of Differential Calculus 8 a) c) e) g) j) o), 9 a) b) c) for i(x), 10, 12 a) 13 a)
Problem session 9
1 Dezembro 2021, 11:00 • Alexandra Symeonides
Exercises of Differential Calculus 8 a) c) e) g) j) o), 9 a) b) c) for i(x), 10, 12 a) 13 a)
Lecture 17
30 Novembro 2021, 08:00 • Alexandra Symeonides
Taylor formula with Lagrange form of the remainder. Application to the classification of critical points (local
extrema and saddle points). Convexity. Application of Taylor formula to the identification of saddle points.
Exercise 9. a) b) c) for function g(x).
Lecture 16
29 Novembro 2021, 08:00 • Alexandra Symeonides
Cauchy rule. Application to limit calculus. Exercise 8. m).
Higher order derivatives. Taylor polynomial: definition and explicit form. Examples. Taylor formula with Peano form of the remainder.