The probability that when 12 balls are distributed among three boxes, the first will contain three balls is

The probability that when 12 distinct balls are distributed among three distinct boxes, the first will contain exactly three balls is

The probability that when 12 distinct balls are distributed among three distinct boxes, the first will contain exactly three balls is (A) (2^(9))/(3^(12)) (B) (^(12)C_(3)*2^(9))/(9^(6)) (C) (^(12)C_(3)*2^(12))/(3^(12)) (D) (^(12)C_(3)*3^(9))/(3^(12))

Twelve balls are distribute among three boxes. The probability that the first box contains three balls is a. (110)/9(2/3)^(10) b. (110)/9(2/3)^(10) c. (^(12)C_3)/(12^3)xx2^9 d. (^(12)C_3)/(3^(12))

Twelve balls are distribute among three boxes. The probability that the first box contains three balls is a. (110)/9(2/3)^(10) b. (9)/110(2/3)^(10) c. ((12)C_3)/(12^3)xx2^9 d. ((12)C_3)/(3^(12))

Twelve balls are distribute among three boxes. The probability that the first box contains three balls is a.(110)/9(2/3)^(10) b. (110)/9(2/3)^(10) c. (^(12)C_3)/(12^3)xx2^9 d. (^(12)C_3)/(3^(12))

Twelve balls are distributed among three boxes,find the probability that the first box will contains three balls.

Twelve balls are distributed among three boxes, find the probability that the first box will contains three balls.

Twelve balls are distributed among three boxes, find the probability that the first box will contains three balls.

Twelve balls are distributed among three boxes, find the probability that the first box will contains three balls.