CHIZMACHILIK VA CHIZMAGEOMETRIYA FANLARIDA BURCHAK TOPISHNING BAZI USULLARI
##article.subject##:
serkul, burchak, chizg’ich, gradus, yuza, qiyalik, masshtab, vertikal, gorizonta, diaganali##article.abstract##
Maqolada serkul yordamida burchak chizish va Uchburchakli chizg’ich yordamida burchak chizish usullari haqida ma’lumotlar berilgan. Shu bilan birga kvadratlardan foydalanib gradus chizish uchun jadvallar keltirib o‘tilgan
Библиографические ссылки
O‘zbekiston Respublikasi Prezidenti Sh.Mirziyoyev “Kamolot” yoshlar ijtimoiy harakatining IV qurultoyidagi nutqi. http:strategy.regulation.gov.uz [1,2].
Shaydulloyevich, B. K. (2020). Increasing students’ graphic literacy through teaching the
sciences of drafting and descriptive geometry. European Journal of Research and Reflection in
Educational Sciences, 8 (4), Part II, 75-78 [3].
Xalimov Mohir Karimovich; CHIZMACHILIK (geometrik va proyeksiyon chizmachilik) TOSHKENT-2013 [4].
Kokiyev Boburmirzo Bahodir ogli (2020). Present-day problems of drawing science. European Journal of Research and Reflection in Educational Sciences, 8 (4), 203-205 [5].
Kukiev Boburmirzo Bahodir Ugli PROBLEM-BASED LEARNING TECHNOLOGY IN TEACHING AUXILIARY PROJECTION TECHNIQUES, 7 (6), 917-920.
Kokiev Boburmirzo Bahodir ogli (2020). The importance of pedagogical techniques in teaching assistive design. European Journal of Research and Reflection in Educational Sciences, 8 (2) Part II, 182-185.
Kukiev, B., O‘g‘li, A. N. N. & Shaydulloyevich, B. Q. (2019). Technology for creating
images in autocad. European Journal of Research and Reflection in Educational Sciences, 7
Murodov Sh.K. Ko‘kiyev B.B. Obloqulova L.G‘. Yaqqol tasvirlar qurishda qiyshiq burchakli aksonometrik proyeksiyalardagi o‘zgarish koeffitsientlarining o‘zaro bog‘liqligi buxoro davlat universiteti ilmiy axboroti 2/2019 282-285 betlar.
Мурадов Шмидт Каримович, Ташимов Нурлан Эрполатович, Рахматова Икболхон Иномжановна, Кукиев Бобурмирзо Баходир Угли Ташкентский Государственный Педагогический Университет Имени Низами Сечение Поверхностей 2-Го Порядка Общего Вида По Эллипсу Заданной Площади ISSN 2072-0297 Молодой учёный Международный научный журнал Выходит еженедельно № 50 (184) / 2017 502017 Часть II.
