Please Help!!
A bowler makes a strike if all ten pins are knocked down with the first ball of a frame. A perfect game consists of 12 consecutive strikes.
(a) Whenever Hoffman rolls a first ball of a frame, the probability of making a strike is 0.6. Find the probability that Hoffman rolls a perfect game.
(b) Whenever McKay rolls a first ball of a frame, the probability of a strike is 0.9. Find the probability that McKay rolls a perfect game.

Question

Please Help!!
A bowler makes a strike if all ten pins are knocked down with the first ball of a frame. A perfect game consists of 12 consecutive strikes. 
(a) Whenever Hoffman rolls a first ball of a frame, the probability of making a strike is 0.6. Find the probability that Hoffman rolls a perfect game.
(b) Whenever McKay rolls a first ball of a frame, the probability of a strike is 0.9. Find the probability that McKay rolls a perfect game.

kropot72 · Answer

(a)
$$P(Hoffman\ perfect\ game)=0.6^{12}=you\ can\ calculate$$
(b) Can you find the answer using the same method as for (a)?

anonymous · Answer

Yes, Thank You. I was unsure how to format the problem. =)

kropot72 · Answer

You're welcome :)