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Thread: Brain Twister: Seventh Son of a Seventh Son

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    Brain Twister: Seventh Son of a Seventh Son

    Alright mates. Time to put your thinking caps on and burn some sawdust.

    Everyone familar with the metaphysical concept of the powers bestowed upon a seventh son of a seventh son?

    http://search.yahoo.com/r/_ylt=A0oGd...3%26Itemid=668

    http://www.wampumchronicles.com/seventhson.html

    but how often does this occur? the seventh son of a seventh son? it's fairly rare, but how rare?

    So I ask you....

    ...."how common an occurance is this? Given a population of say, ten million, how many would we find? A seventh son of a seventh son?"

    Enjoy!

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    I have to ask, does a seventh son means the seventh child has to be a boy or could you have a family of let's say 12, and the 12th child is a boy and is the 7th boy in the family?

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    And what about places like China with one child policies? Your answer would most likely be 0 in that part of the world. Too many variables. I started looking into it and you can't even find a figure for families with 7 children or more.

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    The cure for tren insomnia

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    six other sons preceed you. girls inbetweeen are OK

    ok smartee....

    ....."except for" China. Places where there are no restrictions on birth rate.

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    Quote Originally Posted by Times Roman View Post
    Alright mates. Time to put your thinking caps on and burn some sawdust.

    Everyone familar with the metaphysical concept of the powers bestowed upon a seventh son of a seventh son?

    http://search.yahoo.com/r/_ylt=A0oGd...3%26Itemid=668

    http://www.wampumchronicles.com/seventhson.html

    but how often does this occur? the seventh son of a seventh son? it's fairly rare, but how rare?

    So I ask you....

    ...."how common an occurance is this? Given a population of say, ten million, how many would we find? A seventh son of a seventh son?"

    Enjoy!
    According to Wikipedia - "The seventh son must come from an unbroken line with no female children born between"

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    Quote Originally Posted by JDawg1536 View Post
    According to Wikipedia - "The seventh son must come from an unbroken line with no female children born between"
    ok smartee #2....

    ....no girls in between!




    So how rare is this?

    In a normal society, with no restrictions on birth rate, how often does this occur?

    1 in a million?

    1 in 100,000?

    what do you think?

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    I don't know TR that is like asking to solve the riddle of Farmer John
    Farmer John has 3 cows Bessie, Essie, and Elsie
    Farmer John is going on a cruise
    Now if it takes a bale and a half of hay to produce a gallon of milk
    how many years will farmer John get for Beastiality?
    And what does X equal?

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    Quote Originally Posted by Times Roman View Post
    ok smartee #2....

    ....no girls in between!




    So how rare is this?

    In a normal society, with no restrictions on birth rate, how often does this occur?

    1 in a million?

    1 in 100,000?

    what do you think?
    It's in the trillions. The male to female ratio is 1:1 with males having a slight bit more at 50.25%. Just the chances of popping 7 boys in the row are probably 1 in trillions. Now this same chance has to happen twice in a row with the 1 in billions child of the first generation. Now add to that the number of families who even go past 3 children. I don't know much about math but it's probably a number that looks like 10^25 (10 to the power of 25) or something ridiculous along those lines.

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    Quote Originally Posted by Shol'va View Post
    I don't know TR that is like asking to solve the riddle of Farmer John
    Farmer John has 3 cows Bessie, Essie, and Elsie
    Farmer John is going on a cruise
    Now if it takes a bale and a half of hay to produce a gallon of milk
    how many years will farmer John get for Beastiality?
    And what does X equal?
    ok smartee #3. this is actually a workable statistics problem.

    Quote Originally Posted by ReX357 View Post
    It's in the trillions. The male to female ratio is 1:1 with males having a slight bit more at 50.25%. Just the chances of popping 7 boys in the row are probably 1 in trillions. Now this same chance has to happen twice in a row with the 1 in billions child of the first generation. Now add to that the number of families who even go past 3 children. I don't know much about math but it's probably a number that looks like 10^25 (10 to the power of 25) or something ridiculous along those lines.
    some insight into the problem

    the odds of a first son is

    1:1

    second child male

    1:2

    third child male

    1:4

    and so on

    other variables to consider

    odd of even having a first child for a couple are?

    a second child after having a first child?

    a third child after having a second child are?

    and first generation variables:

    odds of seventh son surviving to reproductive age?
    odds of seventh son copulating with a fertile female?



    remember, some couples have NO children!

    when you put this together, this is one of those combination/permutation problems we all dreaded in college stats.

    anyone care to take a stab?

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    Where is Mr. Rose when we need him?

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    To quote George Carlin "At what point does this stuff just break down and become just a lot of stupid shit that somebody made up."

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    It was probably a lot more common back in the day when more people were having more than 2-3 kids. Now the probability just based on that has to be close to 0

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    Quote Originally Posted by Renesis View Post
    To quote George Carlin "At what point does this stuff just break down and become just a lot of stupid shit that somebody made up."
    Hey!? This is IMPORTANT stupid shit!!

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    and pay attention. this is DUMB Stupid Shit. DIFFERENT!!


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    Quote Originally Posted by Times Roman View Post
    ok smartee #3. this is actually a workable statistics problem.



    some insight into the problem

    the odds of a first son is

    1:1

    second child male

    1:2

    third child male

    1:4

    and so on

    other variables to consider

    odd of even having a first child for a couple are?

    a second child after having a first child?

    a third child after having a second child are?

    and first generation variables:

    odds of seventh son surviving to reproductive age?
    odds of seventh son copulating with a fertile female?



    remember, some couples have NO children!

    when you put this together, this is one of those combination/permutation problems we all dreaded in college stats.

    anyone care to take a stab?
    The odds of a son being the seventh boy in a row are 2^7 or 1 in 128. Seven straight boys from the seventh straight boy boys would be 2^14 or 1 in 16,384. Of course that would mean you had 16,384 men trying to have seven boys in a row, of which the seventh then has seven boys in a row. My conclusion is it is not workable. Too many factors...... it's completely random.

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    Quote Originally Posted by JDawg1536 View Post
    The odds of a son being the seventh boy in a row are 2^7 or 1 in 128. Seven straight boys from the seventh straight boy boys would be 2^14 or 1 in 16,384. Of course that would mean you had 16,384 men trying to have seven boys in a row, of which the seventh then has seven boys in a row. My conclusion is it is not workable. Too many factors...... it's completely random.
    this is a very workable problem.

    but you need a solid grasp of statistics.

    odds of a boy on attempt #

    1 = 1:1 (even money bet)
    2 = 1:2
    3 = 1:4
    4 = 1:8
    5 = 1:16
    6 = 1:32
    7 = 1:64 (NOT 128)

    Next, you would need to look at the distribution curve of the world population (except china). it will be bell shaped as most distributions are.
    verticle axis = couples in (millions)
    horizontal axis = number of children born (when child rearing is complete)

    you next need to note which % of the couples has greater than 6 children, then divide that by 64.

    this will be a very small fraction. Now multiply that by the world population (less china), and this will give you the number of first generation 7th sons.

    two more steps....

    anyone?

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    bump for some brain power....

    ....c'mon you blokes. Use that head for more than just looking at porn!!

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    i think Times is just making this up as he goes along..lol (jk bro)

    and yeah, George Carlin (RIP) always seems to be able to put things in perspective.

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    Quote Originally Posted by Times Roman View Post
    this is a very workable problem.

    but you need a solid grasp of statistics.

    odds of a boy on attempt #

    1 = 1:1 (even money bet)
    2 = 1:2
    3 = 1:4
    4 = 1:8
    5 = 1:16
    6 = 1:32
    7 = 1:64 (NOT 128)

    Next, you would need to look at the distribution curve of the world population (except china). it will be bell shaped as most distributions are.
    verticle axis = couples in (millions)
    horizontal axis = number of children born (when child rearing is complete)

    you next need to note which % of the couples has greater than 6 children, then divide that by 64.

    this will be a very small fraction. Now multiply that by the world population (less china), and this will give you the number of first generation 7th sons.

    two more steps....

    anyone?
    Odds of a boy = 1 out of 2 = 1/2

    Odds of two in a row = 1/2 x 1/2 = 1/4

    Three = 1/2 x 1/2 x 1/2 = 1/8

    ...........

    Seven = 1/2 x 1/2 x 1/2 x 1/2 x 1/2 x 1/2 x 1/2 = (1/2)^7 = 1/128

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    Quote Originally Posted by JDawg1536 View Post
    Odds of a boy = 1 out of 2 = 1/2

    Odds of two in a row = 1/2 x 1/2 = 1/4

    Three = 1/2 x 1/2 x 1/2 = 1/8

    ...........

    Seven = 1/2 x 1/2 x 1/2 x 1/2 x 1/2 x 1/2 x 1/2 = (1/2)^7 = 1/128
    yep. 128.

    my bad.

    anyone else?

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