Mahsulot tavsifi
Formulaga muvofig, n = 10, k = 6, p = 0.6, val — p= 0.4. Kombinatorik koeffitsiyentni hisoblaymiz: 10! / [6!(10-6)!] = 210. Bernulli formulasini go'llaymiz: P(6) = C6 * (0.6)^6 * (0.4)^4. Natijani hisoblaymiz: P(6) = 0.2519424 Erkli sinashlarning takrorlanishi. Bernulli formulasi. Laplasning lokal va integral teoremala
#bernulli formulasi#kombinatorik koeffitsiyent#hodisalar umumiy soni#hodisa sodir bo‘lgan holatlar soni#yuz berish ehtimoli#erkli sinashlarning takrorlanishi.#laplasning lokal va integral teoremala
Muallif
KAMILATasdiqlangan muallif
- Hujjatlari
- 263
- Sotilgan
- 33
