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\T1/ppl/m/n/10 Möchten um-fassende Ereignisse beschreiben z.B. die Summe der Au-gen-zahl ist 3. $\OML/zplm/m/it/10 A \OT1/zplm/m/n/10 = \OMS/zplm/m/n/10 f\OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 1, 2\OT1/zplm/m/n/10 )\OT1/ppl/m/n/10 , \OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 2, 1\OT1/zplm/m/n/10 )\OMS/zplm/m/n/10 g ^^R
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[]\T1/ppl/m/n/10 Beschreibe das Ereig-nis, dass mind. ein Wür-fel eine 1 zegt $\OML/zplm/m/it/10 A \OT1/zplm/m/n/10 = \OMS/zplm/m/n/10 f\OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 1, 1\OT1/zplm/m/n/10 )\OT1/ppl/m/n/10 , [] , \OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 1, 6\OT1/zplm/m/n/10 )\OT1/ppl/m/n/10 , \OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 6, 1\OT1/zplm/m/n/10 ) [] \OT1/ppl/m/n/10 , \OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 2, 1\OT1/zplm/m/n/10 )\OMS/zplm/m/n/10 g$
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\T1/ppl/m/n/10 der \T1/ppl/b/n/10 Pro-duk-traum \T1/ppl/m/n/10 von $\OT1/zplm/m/n/10
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\T1/ppl/b/n/10 Im Bsp: \T1/ppl/m/n/10 Angenom-men wir wis-sen, dass A einge-treten ist. Is es dann meht oder weniger wahrschein-
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\T1/ppl/m/n/10 Oft möchte man Ereignis-sen einen num-merischen Wert zuord-nen (Summe der Au-gen-zahlen, Gewinn).
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\T1/ppl/b/n/10 Bsp: \T1/ppl/m/n/10 Bei einem Wurf eines fairen Wür-fels wer-den den Agen-zahlen fol-gende Gewinne zugewiesen.
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[]\T1/ppl/m/n/10 definiert Zu-fallsvari-able $\OML/zplm/m/it/10 X \OT1/zplm/m/n/10 : \OMS/zplm/m/n/10 f\OT1/ppl/m/n/10 1, 2, 3, 4, 5, 6\OMS/zplm/m/n/10 g ! \U/fplmbb/m/n/10 R \OML/zplm/m/it/10 P\OT1/zplm/m/n/10 (\OML/zplm/m/it/10 X \OT1/zplm/m/n/10 = \OT1/ppl/m/n/10 1\OT1/zplm/m/n/10 ) = \OML/zplm/m/it/10 P\OT1/zplm/m/n/10 (\OML/zplm/m/it/10 X[]\OT1/zplm/m/n/10 (\OT1/ppl/m/n/10 1\OT1/zplm/m/n/10 )) = \OML/zplm/m/it/10 P\OT1/zplm/m/n/10 (\OMS/zplm/m/n/10 f\OML/zplm/m/it/10 w \OMS/zplm/m/n/10 2 \OT1/zplm/m/n/10
\OMS/zplm/m/n/10 j\OML/zplm/m/it/10 X\OT1/zplm/m/n/10 (\OML/zplm/m/it/10 w\OT1/zplm/m/n/10 ) =
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\T1/ppl/m/n/10 denn bitt??) $\OML/zplm/m/it/10 E\OT1/zplm/m/n/10 [\OML/zplm/m/it/10 x\OT1/zplm/m/n/10 ] = ^^F[]\OML/zplm/m/it/10 p[]\OT1/zplm/m/n/10 (\OML/zplm/m/it/10 x\OT1/zplm/m/n/10 )\OML/zplm/m/it/10 X \OT1/zplm/m/n/10 = ^^F[]\OML/zplm/m/it/10 P\OT1/zplm/m/n/10 (\OML/zplm/m/it/10 X \OT1/zplm/m/n/10 = \OML/zplm/m/it/10 x\OT1/zplm/m/n/10 ) \OMS/zplm/m/n/10 ^^A \OML/zplm/m/it/10 x$ \T1/ppl/m/n/10 und wird oft mit mü (wie mükrosekunde)
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(fancyhdr) Make it at least 22.83496pt, for example:
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(fancyhdr) \addtolength{\topmargin}{-10.83496pt}.
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Package fancyhdr Warning: \headheight is too small (12.0pt):
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(fancyhdr) \addtolength{\topmargin}{-10.83496pt}.
[7] (./main.aux) )
Here is how much of TeX's memory you used:
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Output written on main.pdf (8 pages, 142296 bytes).
PDF statistics:
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13 words of extra memory for PDF output out of 10000 (max. 10000000)