## Schedule

Autumn semester 2019
4 contact lessons per week (56 contact lessons within 14 weeks)
Monday, 8:15-9:50, H 1.16
Wednesday, 13:15-14:50, H 1.16

 Week Contents 38 16.9.2019 - 20.9.2019 1 Basics Sets: set, element, empty set, subset, intersection, union, complement Numbers: number sets N, Z, Q, R, intervals, absolute value 39 23.9.2019 - 27.9.2019 2 Functions and equations Function: domain, codomain, range, arrow diagram, table of values, formula, graph Linear function and equations: linear function, simple interest, cost, revenue, profit, break-even 40 30.9.2019 - 4.10.2019 3 Functions and equations Linear function and equations: linear equations, equivalence operations, relation between a linear function and a linear equation, linear systems of equations 41 7.10.2019 - 11.10.2019 4 Functions and equations Quadratic function and equations: quadratic function, general form, vertex form, completing the square, supply, demand 43 21.10.2019 - 25.10.2019 5 Functions and equations Quadratic function and equations: quadratic equations, relation between a quadratic function and a quadratic equation, market equilibrium 44 28.10.2019 - 1.11.2019 6 Functions and equations Exponential function and equations: exponential function, compound interest 45 4.11.2019 - 8.11.2019 7 Functions and equations Exponential function and equations: exponential equations, logarithm, compound interest 46 11.11.2019 - 15.11.2019 8 Functions and equations Exponential function and equations: compound interest, annuity 47 18.11.2019 - 22.11.2019 9 Differential calculus Derivative: Derivative (rate of change), derivative (derived function), derivative of constant/power/ exponential functions, cost/revenue/profit - marginal cost/revenue/profit 48 25.11.2019 - 29.11.2019 10 Differential calculus Differentiation rules: coefficient/sum/product rule, higher-order derivatives 49 2.12.2019 - 6.12.2019 11 Differential calculus Applications: increasing/decreasing, concavity, relative/absolute maxima/minima, points of inflection, marginal/average cost/revenue/profit, point of diminishing returns 50 9.12.2019 - 13.12.2019 12 Integral calculus Indefinite integral: antiderivative, indefinite integral of constant/power/exponential functions, coefficient/sum rule, marginal cost/revenue/profit - total cost/revenue/profit 51 16.12.2019 - 20.12.2019 13 Integral calculus Definite integral: area under a curve, fundamental theorem of calculus, consumer's/producer's surplus 2 6.1.2020 - 10.1.2020 14 Review Exam: We 22.1.2020

4.11.2019 tb