1-a-0-b-0-c-0-1-n-N-a-n-1-1-1-min-x-b-n-c-n-dx-b-n-1-1-1-mil-x-a-n-c-n-dx-c-n-1-1-1-max-x-b-n-a-n-dx-mil-a-b-c-est-le-terme-median-de-a-b-c-nature-de-a-n-

Question Number 160807 by ArielVyny last updated on 07/Dec/21

- 1 ⩽ a_{0} ⩽ b_{0} ⩽ c_{0} ⩽ 1

\forall n \in N

a_{n + 1} = \int_{- 1}^{1} m i n (x, b_{n}, c_{n}) d x

b_{n + 1} = \int_{- 1}^{1} m i l (x, a_{n}, c_{n}) d x

c_{n + 1} = \int_{- 1}^{1} m a x (x, b_{n}, a_{n}) d x

m i l (a, b, c) e s t l e t e r m e m e d i a n d e (a, b, c)

n a t u r e d e (a_{n}), (b_{n}), (c_{n})