Doimiy har qanday haqiqiy son bo'lishi mumkin. Buning sababi, har qanday doimiyning hosilasi nol bo'lsa, demak, agar d / dx f (x) = g (x), unda barcha funksiyalar f (x) + c ham g (x) ning hosilasiga ega. To'g'ri integralni bajarishda, ikkita doimiylar hisoblashning asosiy teoremasi tufayli bekor qilinadi, ya'ni a dan b gacha f (x) dx = F (b) - F (a), bu erda F f ning antiderivatividir.
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