Molly is playing a game that requires her to roll a fair die repeatedly until she first rolls a 1, at which point she must stop rolling the die. What is the probability that Molly will roll the die less than four times before stopping?
\(A. \,\dfrac{47}{216}\)
\(B. \,\dfrac{67}{216}\)
\(C. \,\dfrac{91}{216}\)
\(D. \,\dfrac{111}{216}\)
\(E. \,\dfrac{125}{216}\)
Answer: C
Source: Manhattan GMAT