Linear algebra: vector spaces, determinants, matrices, systems of linear
equations. Differential calculus of function of one real independent variable:
function of one variable, elementary functions polynomial, rational,
exponential, logarithmic, trigonometric and circular, limit and
continuity of
a function, number e, differentiation, techniques of differentiation,
differential of a function, Taylor’s theorem, Taylor and Maclaurin polynomials,
Rolle’s theorem, the mean value theorem of the differential calculus, extreme
values of function, point of inflection, convex and concave function,
L’Hospital’s rule.Linear algebra: vector spaces, determinants, matrices,
systems of linear equations. Differential calculus of function of one real
independent variable: function of one variable, elementary functions
polynomial, rational, exponential, logarithmic, trigonometric and
circular,
limit and continuity of a function, number e, differentiation, techniques of
differentiation, differential of a function, Taylor’s theorem, Taylor and
Maclaurin polynomials, Rolle’s theorem, the mean value theorem of the
differential calculus, extreme values of function, point of inflection, convex
and concave function, L’Hospital’s rule.