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Mathematics
Probability
Coin flipping
What are the odds in favor of getting at least one head in three successive flips of a coin?
1 answer
same argument as the previous question...
find prob of at least one head = 7/8 etc
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Similar Questions
What are the odds in favor of getting at least one head in three successive flips of a coin?
Top answer:
Probability of no head is clearly 1/8, so the probability of 1 or more is 1-1/8 = 7/8
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What are the odds in favor of getting at least one head in three successive flips of a coin?
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"getting at least one head in 3 flips" implies you don't want all 3 tails, Pr(all 3 tails) = 1/8
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What are the odds in favor of getting at least one head in three successive flips of a coin?
would those be 2/3?
Top answer:
The possibilities are are follows: HHH HHT HTH THH TTH THT HTT TTT Out of these eight possibilities,
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What are the odds in favor of getting at least one head
in three successive flips of a coin?
Top answer:
1/2 * 1/2 * 1/2
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What are the odds in favor of getting at least one head in three successive flips of a coin?
Can someone help me figure out how
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YOu could get Htt tHt ttH HHt HtH tHH HHH 7 ways to get at least one head, and the probability of
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This is a confusing problem to me also, can someone please help me?
What are the odds in favor of getting at least one head in
Top answer:
Pr(three heads)= 1/2*1/2*1/2 Pr(one head in three flips)= Pr(HTT)+Pr(HHT) + Pr(HHH)+
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what are the odds in favor of getting at least one head in three successive flips of a coin?
I need to know the formula on this.
Top answer:
the probability of getting at least one head is = 1-prob(three tails)=1-1/8=7/8 so the odds are 7:1
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What are the odds in favor of getting at least one head in three successive flips of a coin?
Answer: 1/2 Is this correct? Could
Top answer:
No. Figure the probability of getting three <b>tails</b> in three tosses, then the probability of
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What are the odds in favor of getting at most two heads in three successive flips of a coin?
This problem has to be done in ratio
Top answer:
The possibilities from three coin tosses: HHH HHT HTH THH THT TTH HTT TTT "At most two heads" fits
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What are the odds against getting exactly two heads in three successive flips of a coin?
The odds for are: 2/3 but I do not know
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"probability of odds" ? , no such thing odds and probability are closely related odds in favour of
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