Moliyaviy tahlil fanining nazariy asoslari
![Integral usul modellari Modellar Omillar ta’sirini aniqlash f=xy ∆ f x+ ∆f y =∆f X omili ta’siri ∆ f x = ∆xy 0 + 1 / 2 ∆x∆y, yoki ∆f x = 1 / 2 ∆x(y 0 +y 1 ) Y omil ta’siri ∆ f y = ∆yx 0 + 1 / 2 ∆x∆y, yoki ∆f y = 1 / 2 ∆y(x 0 +x 1 ) f=xyz. ∆ f x+ ∆f y +∆f z =∆f X omili ta’siri ∆ f x = 1 / 2 ∆x (y 0 z 1 +y 1 z 0 )+ 1 / 3 ∆x∆y∆z; Y omili ta’siri ∆ f y = 1 / 2 ∆y (x 0 z 1 +x 1 z 0 )+ 1 / 3 ∆x∆y∆z; Z omili ta’siri ∆ f z = 1 / 2 ∆z (x 0 y 1 +x 1 y 0 )+ 1 / 3 ∆x∆y∆z. f=xyzq ∆ f x+ ∆f y + ∆f z + ∆f q =∆f X omili ta’siri ∆ f x =1/6∆x*[3q 0 *y 0 *z 0 +y 1 *q 0 (z 1 +∆z)+q 1 *z 0 (y 1 +∆y)+z 1 *y 0 (q 1 +∆q)]+ ∆x*∆y*∆z*∆q / 4; Y omili ta’siri 1/6∆y*[3q 0 *x 0 *z 0 +x 1 *q 0 (z 1 +∆z)+q 1 *z 0 (x 1 +∆x)+z 1 *x 0 (q 1 +∆q)] +∆x*∆y*∆z*∆q / 4; Z omili ta’siri f z =1/6∆z*[3q 0 *x 0 *y 0 +x 0 *q 1 (y 1](https://docx.uz/documents/1e2df79e-be08-471a-9a42-7f4aa65a7914/page_32.webp?v=1)
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