Star Trek Voyager Male Characters by Their Creepiness
Ausdruck 8: "t" Subscript, 2 , Baseline left parenthesis, "x" , right parenthesis equals left brace, 0 less than "x" less than 62 : "t" left parenthesis, "x" , right parenthesis , 62.5 greater than or equal to "x" greater than or equal to 62 : StartFraction, 100 minus "t" left parenthesis, 62 , right parenthesis Over 0.5 , EndFraction left parenthesis, "x" minus 62 , right parenthesis plus "t" left parenthesis, 62.5 , right parenthesis , 124.5 greater than "x" greater than or equal to 124 : StartFraction, 100 minus "t" left parenthesis, 124 , right parenthesis Over 0.5 , EndFraction left parenthesis, "x" minus 124 , right parenthesis plus "t" left parenthesis, 124 , right parenthesis , 125 greater than "x" greater than or equal to 124.5 : StartFraction, "t" left parenthesis, 125 , right parenthesis minus 100 Over 0.5 , EndFraction left parenthesis, "x" minus 124.5 , right parenthesis plus 100 , 63 greater than "x" greater than 62.5 : StartFraction, "t" left parenthesis, 63 , right parenthesis minus 100 Over 0.5 , EndFraction left parenthesis, "x" minus 63 , right parenthesis plus "t" left parenthesis, 63 , right parenthesis , 168 greater than "x" greater than or equal to 63 : "t" left parenthesis, "x" , right parenthesis , right bracet2x=0<x<62:tx,62.5≥x≥62:100−t620.5x−62+t62.5,124.5>x≥124:100−t1240.5x−124+t124,125>x≥124.5:t125−1000.5x−124.5+100,63>x>62.5:t63−1000.5x−63+t63,168>x≥63:tx
8
Ausdruck 9: left parenthesis, StartFraction, 10 Over 50 , EndFraction , right parenthesis Superscript, StartFraction, 1 Over 168 , EndFraction , Baseline10501168
equals=
0.9 9 0 4 6 5 7 5 4 3 2 10.990465754321
9
Ausdruck 10: "n" left parenthesis, "x" , right parenthesis equals sine left parenthesis, "x" , right parenthesis plus 80nx=sinx+80
10
Ausdruck 11: "n" Subscript, 2 , Baseline left parenthesis, "x" , right parenthesis equals left brace, 38 greater than "x" greater than or equal to 0 : "n" left parenthesis, "x" , right parenthesis , 40 greater than "x" greater than 38 : StartFraction, 1 Over 0 , EndFraction , 69 greater than "x" greater than or equal to 40 : "n" left parenthesis, "x" , right parenthesis , 70 greater than or equal to "x" greater than or equal to 69 : StartFraction, 30 minus "n" left parenthesis, 69 , right parenthesis Over 1 , EndFraction left parenthesis, "x" minus 69 , right parenthesis plus "n" left parenthesis, 69 , right parenthesis , 166 greater than or equal to "x" greater than or equal to 70 : 30 , right bracen2x=38>x≥0:nx,40>x>38:10,69>x≥40:nx,70≥x≥69:30−n691x−69+n69,166≥x≥70:30
11
Ausdruck 12: "c" left parenthesis, "x" , right parenthesis equals left brace, 160 greater than or equal to "x" greater than or equal to 0 : 10 , 161 greater than "x" greater than 160 : StartFraction, 100 minus 10 Over 1 , EndFraction left parenthesis, "x" minus 160 , right parenthesis plus 10 , 168 greater than or equal to "x" greater than or equal to 161 : 100 , right bracecx=160≥x≥0:10,161>x>160:100−101x−160+10,168≥x≥161:100
12
Ausdruck 13: "t" Subscript, "v" , Baseline left parenthesis, "x" , right parenthesis equals left brace, 38 greater than or equal to "x" greater than or equal to 0 : 0 , 40 greater than "x" greater than 38 : StartFraction, 1 Over 0 , EndFraction , 149 greater than or equal to "x" greater than or equal to 40 : 0 , 150 greater than or equal to "x" greater than 149 : StartFraction, 10 Over 1 , EndFraction left parenthesis, "x" minus 149 , right parenthesis , 168 greater than or equal to "x" greater than 150 : 10 , right bracetvx=38≥x≥0:0,40>x>38:10,149≥x≥40:0,150≥x>149:101x−149,168≥x>150:10
13
Ausdruck 14: "d" left parenthesis, "x" , right parenthesis equals left brace, 122 greater than or equal to "x" greater than or equal to 0 : 5 times left parenthesis, 50 fifths , right parenthesis Superscript, StartFraction, "x" Over 122 , EndFraction , Baseline , 168 greater than or equal to "x" greater than or equal to 122 : 20log left parenthesis, "x" minus 121 , right parenthesis plus "d" left parenthesis, 122 , right parenthesis , right bracedx=122≥x≥0:5·505x122,168≥x≥122:20logx−121+d122
14
Ausdruck 15: "k" equals left brace, 62 greater than or equal to "x" greater than or equal to 0 : 25 , 62.5 greater than or equal to "x" greater than 62 : StartFraction, 100 minus 25 Over 0.5 , EndFraction left parenthesis, "x" minus 62 , right parenthesis plus 25 , 63 greater than "x" greater than 62.5 : StartFraction, 25 minus 100 Over 0.5 , EndFraction left parenthesis, "x" minus 62.5 , right parenthesis plus 100 , 168 greater than or equal to "x" greater than or equal to 63 : 25 , right bracek=62≥x≥0:25,62.5≥x>62:100−250.5x−62+25,63>x>62.5:25−1000.5x−62.5+100,168≥x≥63:25
15
16
Powered by
Powered by
"x"x
"y"y
"a" squareda2
"a" Superscript, "b" , Baselineab
77
88
99
over÷
Funktionen
((
))
less than<
greater than>
44
55
66
times×
| "a" ||a|
,,
less than or equal to≤
greater than or equal to≥
11
22
33
negative−
A B C
StartRoot, , EndRoot
piπ
00
..
equals=
positive+
oder
um deine Graphen zu speichern!
Neuer leerer Graph
Beispiele
Geraden: Koordinatenform
Beispiel
Geraden: Punktsteigungsform
Beispiel
Geraden: Zweipunkteform
Beispiel
Parabeln: Standardform
Beispiel
Parabeln: Scheitelpunktform
Beispiel
Parabeln: Standardform + Tangente
Beispiel
Trigonometrie: Periode und Amplitude
Beispiel
Trigonometrie: Phase
Beispiel
Trigonometrie: Wellen-Interferenz
Beispiel
Trigonometrie: Einheitskreis
Beispiel
Kegelschnitte: Kreis
Beispiel
Kegelschnitte: Parabeln und Brennpunkt
Beispiel
Kegelschnitte: Ellipse mit Brennpunkten
Beispiel
Kegelschnitte: Hyperbel
Beispiel
Polar: Rose
Beispiel
Polar: Logarithmische Spirale
Beispiel
Polar: Pascal'sche Schnecke
Beispiel
Polar: Kegelschnitte
Beispiel
Parametrisch: Einführung
Beispiel
Parametrisch: Zykloide
Beispiel
Transformationen: Eine Funktion verschieben
Beispiel
Transformationen: Eine Funktion skalieren
Beispiel
Transformationen: Umkehrfunktion
Beispiel
Statistik: Lineare Regression
Beispiel
Statistik: Anscombe-Quartett
Beispiel
Statistik: Polynom 4. Grades
Beispiel
Listen: Schar von Sinuskurven
Beispiel
Listen: Kurvenstich
Beispiel
Listen: Eine Liste von Punkten einzeichnen
Beispiel
Analysis: Ableitungen
Beispiel
Analysis: Sekante
Beispiel
Analysis: Tangente
Beispiel
Analysis: Taylorentwicklung von sin(x)
Beispiel
Analysis: Integrale
Beispiel
Analysis: Integral mit variablen Grenzen
Beispiel
Analysis: Hauptsatz der Differenzial- und Integralrechnung