Toss a coin 10 times.

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Which of these results is statistically more likely?
H=Heads T=Tails.

1. HTHTHTHTHT
2. HHHHHHHHHH
3. HHTHTTTHHT
 
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3, I can't just say 3, I need to write a message to say 3, so I reckon 3, hows that. :LOL: 1 + 2 make 3 so most be 3 :eek:
 
Statistically they all have the same chance unless you had a clever tosser.

When I could see properly, I could toss a coin, catch it and place it on the back of the hand 9 times out of 10, what you called.
 
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All equally likely

Shame Joe didn't post as he would have got it wrong.
 
wasnt this question set on mythbusters?
and they reckoned it was head as the head on a coin weighs more then the tail?
thus making the head come down 1st,so should it really be more tails then heads???
 
Assume the coin is equally weighted between heads and tails.


Which option is more likely?

I can tell you, one person has got it right so far.
 
Statistically they all have the same chance unless you had a clever t****r.

.
It would require a tossing machine to make it a scientific experiment :idea: Human error creeps in otherwise.
 
they are all equally likely

most people make the mistake, when they see a string of random letters, of thinking that they should never spell out words; or that a string of random numbers should never include "0123456789"

But they do.

It is just as likely to happen as "840145763" or "999999999"
 
Any of the combinations is likely, 10 coins is 1024 outcomes.


1 & 3 are more likely to happen SATISTICALLY, they both have a probabilty of 0.50%
 
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