Expression 30: left parenthesis, "i" plus 0 "R" plus "a" , "R" plus 0 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 0 , right brace , right parenthesisi+0R+a,R+0Step+bk<n−0
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
30
Expression 31: left parenthesis, "i" plus 1 "R" plus "a" , "R" plus 1 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 1 , right brace , right parenthesisi+1R+a,R+1Step+bk<n−1
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
31
Expression 32: left parenthesis, "i" plus 2 "R" plus "a" , "R" plus 2 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 2 , right brace , right parenthesisi+2R+a,R+2Step+bk<n−2
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
32
Expression 33: left parenthesis, "i" plus 3 "R" plus "a" , "R" plus 3 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 3 , right brace , right parenthesisi+3R+a,R+3Step+bk<n−3
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
33
Expression 34: left parenthesis, "i" plus 4 "R" plus "a" , "R" plus 4 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 4 , right brace , right parenthesisi+4R+a,R+4Step+bk<n−4
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
34
Expression 35: left parenthesis, "i" plus 5 "R" plus "a" , "R" plus 5 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 5 , right brace , right parenthesisi+5R+a,R+5Step+bk<n−5
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
35
Expression 36: left parenthesis, "i" plus 6 "R" plus "a" , "R" plus 6 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 6 , right brace , right parenthesisi+6R+a,R+6Step+bk<n−6
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
36
Expression 37: left parenthesis, "i" plus 7 "R" plus "a" , "R" plus 7 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 7 , right brace , right parenthesisi+7R+a,R+7Step+bk<n−7
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
37
Expression 38: left parenthesis, "i" plus 8 "R" plus "a" , "R" plus 8 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 8 , right brace , right parenthesisi+8R+a,R+8Step+bk<n−8
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
38
Expression 39: left parenthesis, "i" plus 9 "R" plus "a" , "R" plus 9 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 9 , right brace , right parenthesisi+9R+a,R+9Step+bk<n−9
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
39
Expression 40: left parenthesis, "i" plus 10 "R" plus "a" , "R" plus 10 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 10 , right brace , right parenthesisi+10R+a,R+10Step+bk<n−10
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
40
Expression 41: left parenthesis, "i" plus 11 "R" plus "a" , "R" plus 11 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 11 , right brace , right parenthesisi+11R+a,R+11Step+bk<n−11
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
41
Expression 42: left parenthesis, "i" plus 12 "R" plus "a" , "R" plus 12 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 12 , right brace , right parenthesisi+12R+a,R+12Step+bk<n−12
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
42
Expression 43: left parenthesis, "i" plus 13 "R" plus "a" , "R" plus 13 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 13 , right brace , right parenthesisi+13R+a,R+13Step+bk<n−13
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
43
Expression 44: left parenthesis, "i" plus 14 "R" plus "a" , "R" plus 14 "S" Subscript, "t" "e" "p" , Baseline plus "b" left brace, "k" less than "n" minus 14 , right brace , right parenthesisi+14R+a,R+14Step+bk<n−14
Minimum du domaine t: 00
less than or equal to "t" less than or equal to≤t≤
Maximum du domaine t: tauτ
44
Trekantsider
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45
Expression 46: left parenthesis, 0 plus "s" "t" , 0 , right parenthesis0+st,0
00
Minimum du domaine t:
less than or equal to "t" less than or equal to≤t≤
11
Maximum du domaine t:
46
Expression 47: left parenthesis, left bracket, 0 , "s" , right bracket plus left parenthesis, "B" Subscript, 1 , Baseline minus left bracket, 0 , "s" , right bracket , right parenthesis "t" , left bracket, 0 , 0 , right bracket plus "B" Subscript, 2 , Baseline "t" , right parenthesis0,s+B1−0,st,0,0+B2t
00
Minimum du domaine t:
less than or equal to "t" less than or equal to≤t≤
11
Maximum du domaine t:
47
Lille trekant
Cachez ce dossier des élèves.
48
Expression 49: left parenthesis, left brace, 6 greater than "n" greater than 1 , right brace "x" Subscript, 1 , Baseline plus left parenthesis, "x" Subscript, 2 , Baseline minus "x" Subscript, 1 , Baseline , right parenthesis "t" , "y" Subscript, 1 , Baseline plus left parenthesis, "y" Subscript, 2 , Baseline minus "y" Subscript, 1 , Baseline , right parenthesis "t" , right parenthesis6>n>1x1+x2−x1t,y1+y2−y1t
00
Minimum du domaine t:
less than or equal to "t" less than or equal to≤t≤
11
Maximum du domaine t:
49
Expression 50: left parenthesis, left brace, 6 greater than "n" greater than 1 , right brace "x" Subscript, 2 , Baseline plus left parenthesis, "x" Subscript, 3 , Baseline minus "x" Subscript, 2 , Baseline , right parenthesis "t" , "y" Subscript, 2 , Baseline plus left parenthesis, "y" Subscript, 3 , Baseline minus "y" Subscript, 2 , Baseline , right parenthesis "t" , right parenthesis6>n>1x2+x3−x2t,y2+y3−y2t
00
Minimum du domaine t:
less than or equal to "t" less than or equal to≤t≤
11
Maximum du domaine t:
50
Expression 51: left parenthesis, left brace, 6 greater than "n" greater than 1 , right brace "x" Subscript, 1 , Baseline plus left parenthesis, "x" Subscript, 3 , Baseline minus "x" Subscript, 1 , Baseline , right parenthesis "t" , "y" Subscript, 1 , Baseline plus left parenthesis, "y" Subscript, 3 , Baseline minus "y" Subscript, 1 , Baseline , right parenthesis "t" , right parenthesis6>n>1x1+x3−x1t,y1+y3−y1t
00
Minimum du domaine t:
less than or equal to "t" less than or equal to≤t≤
11
Maximum du domaine t:
51
Hjemmelavet skyder
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52
Koordinater
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55
Punkter
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62
72
propulsé par
propulsé par
n = 3
A
B = ( 6 ; 10.39 )
s = 12
y₁
y₂
y₃
"x"x
"y"y
"a" squareda2
"a" Superscript, "b" , Baselineab
77
88
99
over÷
fonctions
((
))
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+
ou
pour sauvegarder tes graphiques !
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Exemples
Droites : Forme avec la pente et l'ordonnée à l'origine
exemple
Droites : Forme avec la pente passant par un point donné
exemple
Droites : Passant par deux points donnés
exemple
Paraboles : Forme générale
exemple
Paraboles : Forme canonique
exemple
Paraboles : Forme générale + Tangente
exemple
Trigonométrie : Période et Amplitude
exemple
Trigonométrie : Phase
exemple
Trigonométrie : Phase et addition de fonctions
exemple
Trigonométrie : Cercle trigonométrique
exemple
Coniques : Cercle
exemple
Coniques : Parabole et Foyer
exemple
Coniques : Ellipse et Foyers
exemple
Coniques : Hyperbole
exemple
Polaire : Rosace
exemple
Polaire : Spirale logarithmique
exemple
Polaire : Limaçon
exemple
Polaire : Les coniques
exemple
Paramétrique : Introduction
exemple
Paramétrique : Cycloïde
exemple
Transformations : Translation de fonctions
exemple
Transformations : Compression et étirement de fonctions
