Asked by JAMIE
A coin is flipped 3 times. How does the P (H,H,H) compare to P(H,T,H) ?
1)P (H,H,H) is greater than P(H,T,H)
2) P(H,T,H) is greater than P(H,H,H)
3)The probabilities are the same
4)There is no way to tell with the info given
I think #4 is correct...can you advise? Thanks
1)P (H,H,H) is greater than P(H,T,H)
2) P(H,T,H) is greater than P(H,H,H)
3)The probabilities are the same
4)There is no way to tell with the info given
I think #4 is correct...can you advise? Thanks
Answers
Answered by
Scott
all the outcomes have an equal chance
why wouldn't they?
why wouldn't they?
Answered by
JAMIE
C is the correct answer...thanks for helping me.
Answered by
Panda
TY!!! u du best! <3
Answered by
slushy!!
i think its C because the probabilities are the same
1: p(h,h,h) is flipped 2 times, p(h,t,h) is flipped 1 time
2: p(h,t,h) is flipped 2 times, p(h,h,h) is flipped 1 time
i will reply after i see if this is the actual answer.
1: p(h,h,h) is flipped 2 times, p(h,t,h) is flipped 1 time
2: p(h,t,h) is flipped 2 times, p(h,h,h) is flipped 1 time
i will reply after i see if this is the actual answer.
Answered by
slushy!!
it was ^^
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