Mathematiki

Lát'ọwọ́ Wikipedia, ìwé-ìmọ̀ ọ̀fẹ́

Mathematiki tabi Ìmọ̀ Ìsirò jẹ́ èyí t'on jẹ mo nipa ọ̀pọ̀iye (quantity), nipa òpó (structure), nipa iyipada (change) ati nipa ààyè (space). Idagbasoke imo Isiro wa nipa lilo àfòyemọ̀ọ́ (abstraction) ati Ọgbọ́n ìrọ̀nú, pelu onka, isesiro, wíwọ̀n ati nipa fi fi eto s'agbeyewo bi awon ohun se ri (shapes) ati bi won se n gbera (motion). Eyi ni awon Onimo Isiro n gbeyewo, ero won ni lati wa aba tuntun, ki won o si fi ootọ́ re mulẹ̀ pelu itumo yekeyeke.

A n lo Imo Isiro ka kiri agbaye ni opolopo ona ninu Imo Sayensi, Imo Ise Ero, Imo Iwosan, ati Imo Oro Okowo. Bi a se n lo imo Isiro bo si apa eyi ti a n pe ni Imo Isiro Oníwúlò (Applied Mathematics). Apa keji Imo Isiro ni a mo si Imo Isiro Ogidi. Eyi je mo eko imo isiro to ko ti ni ilo kankan bo tileje pe o se se ki a wa ilo fun ni eyinwa ola.

$1, 2, 3\,\!$	$-2, -1, 0, 1, 2\,\!$	$-2, \frac{2}{3}, 1.21\,\!$	$-e, \sqrt{2}, 3, \pi\,\!$	$2, i, -2+3i, 2e^{i\frac{4\pi}{3}}\,\!$
Nomba adabaye	Nomba odidi	Nomba onipin	Nomba gidi	Nomba tosoro

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Mathematiki

Lát'ọwọ́ Wikipedia, ìwé-ìmọ̀ ọ̀fẹ́

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