External Evaluation of the European Baccalaureate (Annexes)

ANALYSIS
- Definition of a real function of a real variable.
- Domain of a function.
- Zeros of a function. Sign of a function.
- Even and odd functions. Periodic functions.
- Composition of two functions.
- Inverse of a bijection.
- Increasing and decreasing functions, constant,
monotonic, over an interval. Local and global extrema.
- Graph of a function.
Application of the following concepts:
- limit of a function at a point.
- continuity at a point, over an interval.
- differentiability of a function at a point, over an interval.
- l’Hospital’s rule.
- increase and decrease of a function. Extremum.
- graph of a function, tangent at a point on the graph of a
function, asymptotes, concavity, points of inflection.
To the following functions:
- absolute value.
- polynomials.
- rational functions.
- functions of the type x ! P(x) ,
where P(x) is a 1 st or 2 nd degree polynomial.
Y
Y
Y
Y
Y
N
Y
Y
Y
N
N
Y
Y
N
Y
Y
N
71
More thorough
treatment of sign in
EB (5 hours)
No discussion of
monotonic functions
in LC
Treatment of the limit
is more formal in EB