Moodle FEL ČVUT
Review of Mathematics 1
B242 - Letní 24/25
Review of Mathematics 1 - BE0B02RM1
| Kredity | 8 |
| Semestry | zimní |
| Zakončení | Zápočet a zkouška |
| Jazyk výuky | angličtina |
| Rozsah výuky | 4p+4s |
Anotace
None
Cíle studia
None
Osnovy přednášek
1) Mathematical symbols, basic algebra.
2) Functions and graphs.
3) Linear functions, quadratic functions.
4) Linear rational functions, power functions.
5) Logarithmic functions, logarithm properties, exponential functions.
6) Trigonometric functions, summary of trigonometric identities.
7) Linear equations, linear inequalities.
8) System of linear equations.
9) Quadratic equations, quadratic inequalities.
10) Absolute value equations, absolute value inequalities
11) Logarithmic equations, exponential equations, trigonometric equations.
12) Complex numbers, arithmetic of complex numbers, complex plane.
13) Polar form of complex numbers, exponential form of complex numbers. De Moivre's theorem.
2) Functions and graphs.
3) Linear functions, quadratic functions.
4) Linear rational functions, power functions.
5) Logarithmic functions, logarithm properties, exponential functions.
6) Trigonometric functions, summary of trigonometric identities.
7) Linear equations, linear inequalities.
8) System of linear equations.
9) Quadratic equations, quadratic inequalities.
10) Absolute value equations, absolute value inequalities
11) Logarithmic equations, exponential equations, trigonometric equations.
12) Complex numbers, arithmetic of complex numbers, complex plane.
13) Polar form of complex numbers, exponential form of complex numbers. De Moivre's theorem.
Osnovy cvičení
None
Literatura
None
Požadavky
None