Математика (Жаратылыстану ғылымдары)
Сабақтың коды Курс аты Сынып Академиялық кредит Cағат Апталық сабақ сағаттары (лекция) Апталық сабақ сағаттары (практика) Апталық сабақ сағаттары (зертханалық)
АІ 1283 Алгебра 2 Екінші курс 5 150 1 2
Пәннің сипаттамасы
Ағылшын тілі
К. Усманов

The discipline allows students to form ideas about the algebraic structures of groups, rings, fields, vector spaces. Students master the use of algebraic structures in solving mathematical problems. In the process of studying the discipline, students develop skills in solving algebraic problems. Uses some elements of algebraic structures in solving applied problems of fundamental mathematics.

Team work, critical thinking, brainstorming,

     The teacher of the subject can change the teaching methods, forms, type of supervision and amount of time of introduction of specialized adaptation subjects (modules) for students with disabilities in cooperation with structural departments.

1Uses the rules, laws and methods of mathematics to solve problems in various areas of mathematics (LO 5);
Haftalık KonuБағалау әдісі
1Polynomials and operations on them.Жазбаша
2Dividers. The greatest common denominator. Euclidean algorithmпрезентация
3Roots of polynomials. Horner scheme.презентация
4The Fundamental Theorem of Algebra and its Consequences.презентация
5Canonicalization of the quadratic form. The law of inertia.презентация
6Methods of solving equations of the third and fourth degreeЖазбаша
7Methods of determining the boundary and number of real roots of a polynomial.Жазбаша
8Simple problems that can be reduced to parabolic equations. Filing of margin report. Fundamental solution of heat conduction equation.Жазбаша
9Solving the Cauchy problem for the heat conduction equation. Poisson formula. Theorems about the stability and estimation of the solution of the Cauchy problemЖазбаша
10Method of separation of variables. Uniform marginal calculus.Жазбаша
11Concept of Euclidean space. Orthogonal matrices. Orthogonal transformation.Жазбаша
12Positively defined forms.презентация
Пәннің оқу нәтижелерімен байланысы
PÇ1PÇ2PÇ3PÇ4PÇ5PÇ6PÇ7PÇ8PÇ9PÇ10PÇ11
Оқулық / Материал / Ұсынылатын ресурстар
1Doğrusal cebir ve analitik geometri / B.T.Sarsenov, J.S.Yerkisheva. - Türkistan, 2016.
2Yüksek Matematik: Grafik Cebirin Unsurları. Determinantlar ve matrisler. Eğitimsel ve metodolojik araç. K. A. Yesevi Uluslararası Kazak-Türk Üniversitesi, 2014. / Kolekeev K.D., Nurullaev A. N., Marasulov A., Kuatbekov B.N., Muzdybekova S. T.
3Cebir ve geometri problemlerini çözmek. Eğitim aracı. M.A. Sultanov, G.B. Bakanov, A.S. Berdyshev. - Çimkent: Alem, 2020.
4Doğrusal cebir ve analitik geometri üzerine dersler / E.M. Karchevsky, M.M. Karchevsky - Moskova, 2018
5Kostrikin A.I. Cebire Giriş, M.N.: 2004;
6Proskuryakov I.V. Lineer cebirde problemlerin toplanması, M.N.: 2007;
7Sushkevich A.K. Yüksek Cebirin Temelleri, Gostekhizdat: 2001;
8Okunev L.Ya. Yüksek cebir, Aydınlanma: 2006;
9Lyapin E.S. Yüksek cebir kursu, Üçpedgiz: 2005;