Birinchi darajali chiziqli differensial tenglamani hal qilish uchun quyidagi qadamlarni bajaring: 1. Standart shakldagi differensial tenglamani yozing: y' + P(x) y = Q(x) P(x) va Q(x) ma'lum funksiyalar bo'lgan joyda. 2. Integratsiya koeffitsiyentini toping, bu quyidagicha aniqlanadi: IF(x) = exp(P(x) dx) bu erda ∫P(x) dx P(x) ning x ga nisbatan aniqlanmagan integralidir. 3. Diferensial tenglamaning ikkala tomonini integratsiya koeffitsiyentiga ko'paytiring: IF(x) y' + IF(x) P(x) y = IF(x) Q) q) 4. Ko'paytma qoidasini chap tomonga qo'llang: (IF) y' = IF(x)
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