Übungen zu Statistik at Universität Klagenfurt

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4.5 /5

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4.8 /5

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Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

Addition

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

citation()

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

45 / 5

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Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

help()

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

((5+17)*(2+4))/2

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

328 - 153

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

Exponentialfunktion zur Basis e ^ 1 = eulersche Zahl

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(-5+17)*2

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

5+17*2+4/2

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

(5+17)*(2+4)/2

Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

Logarithmusfunktion (natürlicher Logarithmus)

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Objektnamen

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Exemplary flashcards for Übungen zu Statistik at the Universität Klagenfurt on StudySmarter:

Übungen zu Statistik

Addition

834 + 9439

Übungen zu Statistik

citation()

R zitieren

Übungen zu Statistik

45 / 5

Division

Output:

[1] 9

Übungen zu Statistik

help()

Hilfefenster - R Dokumentation

Übungen zu Statistik

((5+17)*(2+4))/2

Verwendung mehrerer Klammern

Output: [1] 66

Übungen zu Statistik

328 - 153

Subtraktion

Übungen zu Statistik

Exponentialfunktion zur Basis e ^ 1 = eulersche Zahl

exp (1)


## [1] 2.718282

Übungen zu Statistik

(-5+17)*2

# Vorzeichen

Output: [1] 24

Übungen zu Statistik

5+17*2+4/2

Verknüpfung von Rechenarten

Punkt vor Strich auch in R

Output [1] 41

Übungen zu Statistik

(5+17)*(2+4)/2

# Klammern

 Output: [1] 66

Übungen zu Statistik

Logarithmusfunktion (natürlicher Logarithmus)

log(2.718282)
## [1] 1

#Umkehrfunktion zur Exponentialfunktion zur Basis Euler

Übungen zu Statistik

Objektnamen

res_1 = (4+5)*3; res_1 # Name kann beliebig gewählt werden

## [1] 27

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