2.
29-variant
1. a)
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)
b)
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)
c)
2.
30-variant
1. a)
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)
b)
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c)
2.
Adabiyotlar
1. Cladio Canuto, Anita Tabakko. Mathematikal Analysis I, II. Shringer-Verlag Italiya. Milan 2015,2010.
2. Yo.U. Soatov. Oliy matematika. I-tom, T., “O’qituvchi”. 1990.
3. Yo.U. Soatov. Oliy matematika. III-tom, T., “O’zbekiston”. 1992.
4. Sh.R. Xurramov. Oliy matematika (masalalar to‘plami, nazorat topshiriqlari). Oliy ta’lim muassasalari uchun o‘quv qo‘llanma. 1-qism. –T.: «Fan va texnologiya», 2015, 408 bet.
5. А.П.Рябушко и др. Сборник задач индивидуальных заданий по высшей математике. Ч. 2– Минск, Высшая школа, 1991.
6. О.В Зимина, А.И.Кириллов, Т.А. Сальникова, Высшая математика. М.: Физматлит, 2001.
Qo’shimcha adabiyotlar
1. N.Ya. Vilinkin, Ye.S. Kuniskaya, A.M. Mordkovix “Matematicheskiy analiz” integralnoe ischisleniya. Moskva 1979.
2. A. Sa’dullaev, H. Mansurov, G. Xudoyberganov va boshq. “Matematik analiz kursidan misol va masalalar to’plami” Toshkent, O’zbekiston nashriyoti 1993.
3. N.SH. Kremer. “Visshiy matematika dlya ekonomistov” Moskva 2004.
4. N.S.Piskunov. «Differentsial va integral hisob kursi» -2 qism. O’qituvchi. 1972-74 yil. Darslik
5. B.B.SHneyder va boshq. «Oliy matematika qisqa kursi» 1-2 qism. Toshkent. O’qit. 1985 yil.
Darslik