Integral ba'zan "anti-derivat" deb nomlanadi, chunki u differensiatsiyaning teskarisi. f (x) = ∫ g (x) dx kabi ifodani "f funksiya qanday natijalarga ega bo'ladi?" deb o'qishimiz mumkin. Monomial (x ning ba'zi kuchlari) hosilasi d / dx (x ^ {N + 1} ) = (N + 1) x ^ N qoidasiga amal qiladi, chunki differensiatsiyalanganda biz xulosa qilishimiz mumkinki, agar natija x ^ N bo'lsa, differensiatsiyalanadigan narsa x ^ {N + 1} / N + 1 yoki ∫ x ^ N dx = x ^ {N + 1} / N + 1 bo'lishi kerak, ammo shuni yodda tutingki, x ^ {N + 1} + C ning hosilasi bir xil natijaga ega, chunki
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