Difference between revisions of "Translations:The logic of probabilistic language/100/es"

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Message definition (The logic of probabilistic language)

Let us suppose that in a sample of 10,000 subjects from 20 to 70 we will have an incidence of 30 subjects <math>p(D)=0.003</math> showing clinical signs <math>\delta_1</math> and <math>\delta_4
</math>

Let us suppose that in a sample of 10,000 subjects from 20 to 70 we will have an incidence of 30 subjects <math>p(D)=0.003</math> showing clinical signs <math>\delta_1</math> and <math>\delta_4
</math>

TranslationSupongamos que en una muestra de 10,000 sujetos de 20 a 70 tendremos una incidencia de 30 sujetos <math>p(D)=0.003</math> mostrando signos clínicos <math>\delta_1</math> y <math>\delta_4</math>

Supongamos que en una muestra de 10,000 sujetos de 20 a 70 tendremos una incidencia de 30 sujetos $p(D)=0.003$ mostrando signos clínicos $\delta _{1}$ y $\delta _{4}$

Revision as of 17:44, 23 October 2021 (view source) Luca (talk \| contribs) (Created page with "Supongamos que en una muestra de 10,000 sujetos de 20 a 70 tendremos una incidencia de 30 sujetos <math> p (D) = 0.003 </math> mostrando signos clínicos <math> \ delta_1 </ma...")		Latest revision as of 00:24, 27 October 2021 (view source) Gianfranco (talk \| contribs)
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−	Supongamos que en una muestra de 10,000 sujetos de 20 a 70 tendremos una incidencia de 30 sujetos <math> p (D) = 0.003 </math> mostrando signos clínicos <math> \ delta_1 </math> y <math > \ delta_4	+	Supongamos que en una muestra de 10,000 sujetos de 20 a 70 tendremos una incidencia de 30 sujetos <math>p(D)=0.003</math> mostrando signos clínicos <math>\delta_1</math> y <math>\delta_4</math>
−	</math>