Ders Notları Arama

İçindekiler: linearization, linear approximation, examples, gradient and directional derivatives, directional derivatives, theorems and examples, implicit functions, chain rule, Jacobian determinant, the implicit function theorem, examples, elementary examples, applications, extreme values, parametrization, lagrange multipliers, examples,matematik 2 ders notu, matematik II ders notu, ...

İçindekiler: intervals, examples, exponential and logarithmic functions, exponential, logarithms, natural logarithmic, exponential functions, limits and continuity, one sided limit, rules for calculating limits, limits of polynomials and rational functions, the soueeze theorem, limits at infinity, the formal definition of limit, evaluate the following limits, examples, tanget lines and their slopes, the derivate, leibniz notation, differantlation rulematematik 1 ders notu, ...

İçindekiler: inverse function, increasing and decreasing functions, derivatives of inverse functions, the inverse trigonometric functions the inverse sin function, the inverse tangent function, other inverse trigonometric functions, examples, related rates, indeterminate forms, matematik 1 ders notu, ...

İçindekiler: L'hospital's rule, the first L'hospital rule, second rule, max. and min. values, examples, extreme volue problems, sums and sigmanotation, formulas, areas as limits of sums, aveage volue for integrals, the fundamental theorem of calculus, examples, matematik 1 ders notu, ...

İçindekiler: inroduction to probability, probability, statistics, experiment, sample space, examples, countinf tecqniques, multiplication role, set theory, mutually exculusive, venn diagram, permutation, examples, partitioning, what is probability, axioms of probability, conditional probability, total probability and bayes theorem, examples, matematik 1 ders notu, ...