statisticaconr blogspot.com

Statistica con R

Esercizi di statistica descrittiva e di verifica delle ipotesi risolti e commentati con R. Links utili e libri. Domenica 2 febbraio 2014. Boxplot con media e deviazione standard. Quando si crea un boxplot. In R, automaticamente vengono rappresentati graficamente la mediana, il primo e terzo quartile i due hinges. Ossia gli estremi del rettangolo e lintervallo di confidenza al 95 della mediana gli estremi dei notches. Tuttavia possiamo voler rappresentare graficamente la media. Il Cochran Q test.

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Statistic on aiR

Solved problems of statistic with R. Tuesday, January 20, 2015.

The Smoking Club

Avete il vizio del fumo? Lunedì 27 luglio 2009. Le morti per il fumo. Così tante volte abbiamo sentito dire che il fumo uccide, che è causa di malattie irreversibile, e così via. Dati alla mano, quelle affermazioni così tanto frequenti non sembrerebbero poi tanto delle esagerazioni! VIA Articolo originale in . Cosa si trova nel liquido delle e-cigarette? .

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Statistica con R

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Esercizi di statistica descrittiva e di verifica delle ipotesi risolti e commentati con R. Links utili e libri. Domenica 2 febbraio 2014. Boxplot con media e deviazione standard. Quando si crea un boxplot. In R, automaticamente vengono rappresentati graficamente la mediana, il primo e terzo quartile i due hinges. Ossia gli estremi del rettangolo e lintervallo di confidenza al 95 della mediana gli estremi dei notches. Tuttavia possiamo voler rappresentare graficamente la media. Il Cochran Q test.

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This web page statisticaconr.blogspot.com states the following, "Esercizi di statistica descrittiva e di verifica delle ipotesi risolti e commentati con R." We saw that the webpage said " Boxplot con media e deviazione standard." It also said " Quando si crea un boxplot. In R, automaticamente vengono rappresentati graficamente la mediana, il primo e terzo quartile i due hinges. Ossia gli estremi del rettangolo e lintervallo di confidenza al 95 della mediana gli estremi dei notches. Tuttavia possiamo voler rappresentare graficamente la media."

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