A bag contains only Pink and Green balls, with a total of 16 balls. What is the number of Pink balls in the bag? Given statements: (A) The probability...

Question

A bag contains only Pink and Green balls, with a total of 16 balls. What is the number of Pink balls in the bag?

Given statements:

(A) The probability of drawing a Pink ball, P(P)P(P), is less than $0.1875$.

(B) The probability of drawing two Green balls consecutively, P(G)P(G), is less than 1P(P)1 - P(P).

(C) The difference between the number of Pink balls and Green balls is 12.

Which of the following statements is/are sufficient to find the number of Pink balls?

Options

A.

Only statement (A) alone is sufficient.

B.

Both statements (A) and (C) together are required.

C.

Only statement (C) alone is sufficient.

D.

Either statement (A) or (C) alone is sufficient.

E.

All three statements (A), (B), and (C) together are sufficient.

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