Abag contains 4 white, 3 black, and 6 green balls. balls are picked at random. explain why the events picking a white ball and then another white ball without replacement are dependent. then, identify the probability. a. p(white) is different when it is known that a white ball has been picked already. p(white and white) = 4/11 b. p(white) is the same when it is known that a white ball has been picked already. p(white and white) = 1/12 c. p(white) is the same when it is known that a white ball has been picked already. p(white and white) = 1/9 d. p(white) is different when it is known that a white ball has been picked already. p(white and white) = 1/13