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Zusammenfassung Statistik 1

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Wintersemster, Statistik 1

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  • March 2, 2023
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  • 2022/2023
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2.1 Tabellarischen .


grafische Darstellung
uniuariater Daten



1. Absolute Häufigkeit
ET1mi =
M1 -1 . . . -1hm =p
; =




I-t-figk-uta-bs-d.tn .




2. Relative Häufigkeit Hneiatiu =
Anzahl d. Beobachtungen 0100
für %

3. Kumulierte Häufigkeit
a) Häufigkeitstabellen
b) Häufigkeitsverteilung

22 Stab , Säulen -
und Balken
diagramm

Zentrale Prinzipien f. statische Grafiken Arten von
Diagrammen
1. Selbsterklärend ( qualitative Information) 1 .

Stabdiagrauuu
2. numerische Transparenz ( quantitaet lnf .
) 2 . Säulendiagramm a) Gestapelte> D .
-




~
3.
graphische Integrität ( Korrektheit d.
Inf ) b) Pareto D .




Attraktivität
4.
optische (
Anziehungskraft f. d. Rezipienten ) 3. Balken
diagramm
360°
ni ◦




4. Kreischa di
=
grauem
i




Eni
~
5. Liniendiagramm


6.
Infografiken a) Gerichteter Graph


3. 0
Lagen Streußungsuraße .
b) Sankey -
D .




1. Modalwcrt Die Zahl d. am
Häufigsten vorkommt


2. Min IMAX ( ✗ min / ✗ max )

✗ / )
"
3. Median I I= =
n
ungerade min . 50% Bw < o .
= und


:-( { }
min
50.1 . Bw > 0 .
=
I
I ✗ E) ✗ Eu =
n
gerade

hin . P -
100.1 . alle BWL 0 .
=
Und
4. Quantik Median ( Fo Xqg) min
.
p -0,5 . 11 -


p ) -100-1 alle BW . > o - =
x-p

Unteres Quartal /Fons ,Q1 ) D= 0,25

oberes Quartal ( Fo >5,63 ) p ,
= 0175
K

k tes Perzentil
-

15-100

alles zsm zählen

5. Arithmetisches Mittel I =
Anzahl d Zahl keinen keiner 2
.





.




=/¥+2,1
✗ narm
6. Harmonisches Mittel
n
2min14 4min14
Enorm
g-
7. Geometrisches Mittel i-geo-F.FI Für Q
,
.IE?E%FFYFEi!E-----7x-geo=Ts-.-Ees. , ≈ g. a. |
.




u . R eines

8. Spannweite R Max Datensatzes
Min
gilt
=
-




① ≤R
9. Quartilsabstand Oberes Q -
Unteres Q

Summe BW
g?
10 .
empirische Varianz Anzahl BW


II.
empirische Standardabw .
SF
1
1.
Rangwertliste
12 . Mittlere absolute Abweichung D= D- { IXI -

It
2.
3
Median bestimmen
Yan zahl 1*1 1)
.
-
Median ) + ( Xz Median -




emp Stand abw
/ Verwendet
.
. .




✓=
13 . Variation 2-
Koeffizient aritn . mittel wenn alte BW positiv sind


14 Standardisierte Daten 0
☒ →
.




✗i -




a) Z -

Stand .
Z; =
Sy → sabw . BW positiver Standardabw -




Box Plots



✗ 111 ✗(n )

Min . 5=0,25 ¥ 5=0175 Max .




MEDIAN
Unteres Q oberes Q
I I I I I I I I I I I


Skala

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