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/sci/ - Science & Math

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File: 15 KB, 284x213, orgasmicbirthsm2_284x213.jpg [View same] [iqdb] [saucenao] [google]
3907917 No.3907917 [Reply] [Original]

Is it true women can sometimes feel orgasm while giving birth?

>> No.3907925

I got an orgasm everytime I gave birth.

>> No.3907931

>he believes in female orgasm

laughingelfman.jpg

>> No.3907959

>>3907917
I Would think so.
Ever get an erection from pooing?
Not relating the 2, I just find it cool.

>> No.3907980

Recent study found that yes some women do experience an orgasm during birth. Why wouldn't they? Some women thoroughly enjoy pain during sex and get off to it.

>> No.3908025

Yes. It's a "Birthgasm".

>> No.3908050

Maybe it's all the morphine.

>> No.3908051
File: 74 KB, 764x796, 131869623149.jpg [View same] [iqdb] [saucenao] [google]
3908051

>>3907959
>Ever get an erection from pooing?
war?this has never happened to me.

>> No.3908099

>>3907925
>>9 months prior

>> No.3908124

>>3908099
Ba dum tss

>> No.3908134

Yes, it's true. Of course, it's also ridiculously painful. And also you shit yourself.

Wild times.

>> No.3908150

>>3908051

It loses something without the "TF2 is for casuals" line.

>> No.3909884

If you wish to examine the methodology and statistics which led to this regression formula, browse the relevant references in the next post. Note: We are using an SD of 15 points.

<span class="math">\hat{y}=\bar{x}+h^{2}(\bar{p}-\bar{x})[/spoiler]

<span class="math">\hat{y}[/spoiler] = mean IQ value around which possible values are distributed
<span class="math">\bar{x}[/spoiler] = mean IQ of the population to which parents belong (if different populations, mean of the two population average IQs)
<span class="math">h^{2}[/spoiler] = (narrow sense) heritability of IQ; h^2 has conflicting general estimates from various studies [2][3], but there is a tedious way to estimate this coefficient [4]. For the purposes of this we will use the general value = 0.5
<span class="math">\bar{p}[/spoiler] = mean IQ of the individual parents = <span class="math">\frac{m+f}{2}[/spoiler]

Sample calculation:
Mother has an IQ of 148; her population has a mean of 98. Father has an IQ of 123; his population has a mean of 102.
<span class="math">\hat{y}=\frac{98+102}{2}+0.5(\frac{148+123}{2}-\frac{98+102}{2})[/spoiler]
<span class="math">\hat{y}=117.75[/spoiler]
So for this couple, their children's IQs are normalized around 117.75. One SD above this probable IQ would be 132.75. Likewise, one SD below would be 102.75. As you can see, this formula will give you a "probability zone" of predicted IQ, much like an electron orbital. Despite regression to the mean, genius is possible in all instances, though much less likely in low IQ parents.