Mathematics for Economists I

Date	Contents	Problems
14.2.	Lecture: Linear and quadratic function and its graph. Quadratic equation and inequality. Seminar: Quadratic function and its graph, quadratic equation, linear fractional function.	Problems1 Problems2
21.2.	Lecture: Power function, exponential, logarithm. Seminar: Power function, exponential, logarithm.	Problems3
28.2.	Lecture: Sequence and its limit. Seminar: Limit of the sequence -- practical computation.	Problems4
6.3.	Lecture: Limits of a function. Seminar: Limits of a function -- practical computation.	Problems5
13.3.	Lecture: Derivative of a function Seminar: Derivative of a function -- practical computation.	Problems6
20.3.	Lecture: Tangent to the graph. L'Hospital's rule. Seminar: Computing tangents, using the l'Hospital's rule.	Problems7 Problems8
27.3.	Lecture: Derivative and monotony, extremes of a function. Seminar: Convexity, concavity.	Problems9
3.4.	Lecture: Asymptotes, convexity, concavity. Seminar: The course of a function. Partial derivatives.	Problems10
10.4.	Week of innovations -- no classes
17.4.	Lecture: Midterm test. Seminar: Optimisation problems	Problems11
24.4.	Lecture: Constrained extremes, Lagrange multipliers. Seminar: Lagrange multipliers.	Problems12
1.5.	National holiday -- no classes
8.5.	National holiday -- no classes

Midterm test

Date	Week number	Minitest contents
21.2.	2	Graph of a quadratic function (intercepts with axes, vertex)
28.2.	3	Equations with exponentials and logarithms
6.3.	4	Limit of a sequence
13.3.	5	Limits of a function
20.3.	6	Derivative of a function
27.3.	7	Tangent to the graph
3.4.	8	Intervals of monotony
10.4.	9	Week of innovations - no classes.
17.4.	10	Midterm test - no minitest
24.4.	11	Stationary points for functions of two variables