Problem Statement:

"A bag contains 20 balls (six red, six green, eight purple). In how many ways can we draw two red, three green, and two purple balls if the ball are considered distinct?"

Solution:

Since the balls are considered distinct, there is no repetition allowed.

C(6,2)*C(6,3)*C(8,2) = 15*20*28 = 8400 ways.

Is this the correction solution?