#1
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A cuteish real problem
Suppose one starts flipping a fair coin. On average how long does it take to flip a head? Consider this part a to a question which we will see has interesting ramafications.. Showing clever work gets extra credit(-: |
#2
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Re: A cuteish real problem
.623 seconds. |
#3
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Re: A cuteish real problem
How high are the flips? And are we assuming planet earth at sea level? Okay, here's one. What is Aibohphobia the fear of? Tommy |
#4
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Re: A cuteish real problem
a man, a plan, a canal, Panama. Scary. |
#5
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Re: A cuteish real problem
Fear of having to do kickboxing aerobics. |
#6
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Re: A cuteish real problem
"What is Aibohphobia the fear of?" the fear of questions about flipping coins? |
#7
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Re: A cuteish real problem
my thinking is that the answer would be the sum (1/2 + 2/4 + 3/8 + 4/16 + 5/32 + 6/64 ......)= avg number of flips to get a head |
#8
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Re: A cuteish real problem
That's what I got too. I'm guessing that it converges on 2. |
#9
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Re: A cuteish real problem
I'll give you a hint: Average flips to get heads = Average flips to get tails. |
#10
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Palindromes?(nt)
2d |
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