Bog'liq КЕЙС-МЕТОД КАК ПЕДАГОГИЧЕСКАЯ ТЕХНОЛОГИЯ ПРИ ИЗУЧЕНИИ ХИМИЧЕСКИХ ДИСЦИПЛИН
Список литературы на английском языке / References in English 1.
Agahanov N.H. Municipal'nyj jetap XLII vserossijskoj olimpiady shkol'nikov po matematike v Moskovskoj oblasti
[Municipal stage of the XLII All-Russian school mathematics olympiad in the Moscow region] / Agahanov N.H., Podlipskij O.K
//Matematika v shkole. 2016. № 2. P. 14-26. [in Russian].
2.
Agahanov N.H. Primenenie teoremy Vieta dlja reshenija zadach povyshennoj slozhnosti [Application of the Viet theorem
for solving problems of higher complexity]/ Agahanov N.H, Podlipskij O.K., Shherbatyh S.V. // Matematika v shkole. 2017. №
8. P. 41-47. [in Russian].
3.
Metodika. Proektnaja dejatel'nost' shkol'nikov [Methodology. Project activity of schoolchildren]. [Available at]:
http://sch185s.mskobr.ru/files/ INIE_DOC/metodika_proektnaya_deyatel_nost_shkol_nikov.pdf [in Russian].
4.
Nagel' O.A. O kriterijah ocenki proektnoj dejatel'nosti uchashhihsja [On the criteria for assessing the project activities of
students.]. / Nagel' O.A. Shkola i proizvodstvo. 2007. № 6. P. 12-20. [in Russian].
5.
Polozhenie o respublikanskoj olimpiade shkol'nikov. Prikaz MOiN KR ot 27.11.2018, № 1455/1 [Regulations on the
republican school olympiad. Order of the Ministry of education and science of the Kyrgyz Republic of 27.11.2018, No. 1455/1].
URL: http://www.testing.kg/media/uploads/files/ olimpiada/polozhenie.pdf (accessed:10.04.2020) [in Russian].
6.
Holton D.A. First step to mathematical Olympiad problems. World scientific publishing / Holton D.A. 2009. 292 p.
7.
Van Dooren W. Pre-service teachers' preferred strategies for solving arithmetic and algebra word problems / Van Dooren
W., Verschaffel L., Onghena P. // Journal of mathematics teacher education. 2003. T. 6. № 1. P. 27-52.
8.
Xu Jiagu Lecture notes on mathematical Olympiad courses for senior section. World scientific./ Xu Jiagu 2012. 260 p.
9.
Keldibekova A.O. Kriterii ocenivanija olimpiadnyh zadanij po matematike [Criteria for evaluating Olympiad assignments
in mathematics] / Keldibekova A.O. // Journal of pedagogical studies. 2019. Т. 4. № 4. Pp. 50-54. [in Russian].
10.
Keldibekova A.O. O podhodah k ocenke reshenija zadach matematicheskih olimpiad shkol'nikov [On approaches to
assessing the solution of problems in mathematical Olympiads for schoolchildren] / Keldibekova A.O. //Perspektivy nauki i
obrazovania [Perspectives of Science and Education]. 2019. № 41(5). Pp. 324-344. DOI: https://doi.org/10.32744/pse.2019.5.23
[in Russian].
11.
Keldibekova A.O. Zadachi zakljuchitel'nogo jetapa respublikanskoj olimpiady 2019 g. po matematike, metody i kriterii
ocenki ih reshenija [Tasks of the Final Stage of the 2019 Republican Olympiad in Mathematics, Methods and Criteria for
Evaluating Their Solution] / Keldibekova A.O. //Scientific Research and Development. Socio-Humanitarian Research and
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