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«SCIENTIFIC PROGRESS» Scientific Journal
ISSN: 2181-1601 ///// \\\\\ Volume: 1, ISSUE: 3
202
MATEMATIKA FANINING RIVOJLANISHI VA SONLARNING PAYDO
BO’LISHI
Bayjonova Nazokat
Qoraqalpog’iston Respublikasi Ellikqal’a tumani 14- maktabning matematika fani
o’qituvchisi
ANNOTATSIYA
Matematika tarixi matematikani
rivojlanish tarixini, bunda xalqlarning, alohida
olimlarning va olimlar kollektivining fan taraqqiyotiga qo’shgan hissalarini o’rganishni,
matematik tushunchalarni, qonunlarni paydo bo’lish va ularning
fandagi va hayotdagi
rolini o’rganish bilan shug’ullanadi. Shuningdek matematika o’qituvchilari uchun
hamda fan tarixi bilan qiziquvchilar uchun ham foydalidir. O’quvchilarni matematika
tarixi, bu boradagi kashfiyotlar bilan tanishtirish,
matematik tushunchalarni va
qonuniyatlarni ro’yobga kelishda ayrim olimlarning, olimlar jamoasining va xalqlarning
roli bilan tanishtirish ularning dunyo qarashini shakllantirishda, matematikaga bo’lgan
qiziqishlarini oshirishda muhim ahamiyatga ega bo’lib, kasbiy tayyorgarliklarini
shakllanishda muhim rol o’ynaydi.
Kalit so’zlar.
Matematikada tenglamalar ildizi, Differentsial va integral,
xisob
abjad hisobi, kristollografiya, kvant fizikasi,
Lagranj tenglamalari, fut, lokat, Primitiv
ko’rinishdagi miqdoriy munosabatlar, son , figura, yuza, kasr sonlar,
algoritim, o’nlik
sonlar, katta sonlar.
DEVELOPMENT OF MATHEMATICS AND ORIGIN OF NUMBERS
Bayjonova Nazokat
Teacher at school № 14 in Ellikkala district of the Republic of Karakalpakstan
ABSTRACT
The history of mathematics deals with the history of the development of
mathematics, including the study of the contributions of individual scientists and groups
of scientists
to the development of science, the emergence of mathematical concepts,
laws, and their role in science and life. It is also useful for math teachers and those
interested in the history of science
Keywords
: root
of equations in mathematics, differential and integral calculus,
alphabetical calculus, crystallography,
quantum physics, Lagrangian notations, feet,
locks, quantitative relations in primitive form, numbers, figures, surfaces,
fractions,
algorithms, decimals, large numbers
