Orthogonal least square, parameterize unit vector using trigs (green)
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37
Orthogonal least square, unit vector constraint using Lagrange multiplier (green)
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46
k = a/b-b/a, solve quadratic equation
47
Ekspresi 48: "m" Subscript, "l" , Baseline equals "N" left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "X" left bracket, "i" , right bracket "Y" left bracket, "i" , right bracket , right parenthesis minus left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "X" left bracket, "i" , right bracket , right parenthesis left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "Y" left bracket, "i" , right bracket , right parenthesisml=NN∑i=1XiYi−N∑i=1XiN∑i=1Yi
equals=
718.9 0 7 8 1 9 0 1 4718.907819014
48
Ekspresi 49: "k" Subscript, "l" , Baseline equals StartFraction, 1 Over "m" Subscript, "l" , Baseline , EndFraction left parenthesis, "N" left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "X" left bracket, "i" , right bracket squared , right parenthesis minus "N" left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "Y" left bracket, "i" , right bracket squared , right parenthesis plus left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "Y" left bracket, "i" , right bracket , right parenthesis squared minus left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "X" left bracket, "i" , right bracket , right parenthesis squared , right parenthesiskl=1mlNN∑i=1Xi2−NN∑i=1Yi2+N∑i=1Yi2−N∑i=1Xi2
equals=
negative 3.6 3 7 3 4 9 4 4 0 9 4−3.63734944094
49
Ekspresi 50: "a" Subscript, "l" , Baseline equals "k" Subscript, "l" , Baseline minus signum left parenthesis, "m" Subscript, "l" , Baseline , right parenthesis times StartRoot, "k" squared plus 4 , EndRootal=kl−signml·k2l+4
equals=
negative 7.7 8 8 2 9 0 4 1 3 2 5−7.78829041325
50
Ekspresi 51: "b" Subscript, "l" , Baseline equals 2 times 10 to the 0 powerbl=2·100
equals=
22
51
Ekspresi 52: "c" Subscript, "l" , Baseline equals negative StartFraction, 1 Over "N" , EndFraction left parenthesis, "a" Subscript, "l" , Baseline left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "X" left bracket, "i" , right bracket , right parenthesis plus "b" Subscript, "l" , Baseline left parenthesis, Start sum from "i" equals 1 to "N" , end sum, "Y" left bracket, "i" , right bracket , right parenthesis , right parenthesiscl=−1NalN∑i=1Xi+blN∑i=1Yi
equals=
3.2 0 4 8 0 0 6 9 3 1 93.20480069319
52
Ekspresi 53: "a" Subscript, "l" , Baseline "x" plus "b" Subscript, "l" , Baseline "y" plus "c" Subscript, "l" , Baseline equals 0alx+bly+cl=0
53
54
dipersembahkan oleh
dipersembahkan oleh
"x"x
"y"y
"a" squareda2
"a" Superscript, "b" , Baselineab
77
88
99
over÷
fungsi
((
))
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+
atau
untuk menyimpan grafikmu!
Grafik Kosong Baru
Contoh
Garis: Bentuk Perpotongan Kemiringan
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Garis: Bentuk Titik Kemiringan
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Garis: Bentuk Dua Titik
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Parabola: Bentuk Standar
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Parabola: Bentuk Verteks
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Parabola: Bentuk Standar + Tangen
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Trigonometri: Periode dan Amplitudo
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Trigonometri: Fase
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Trigonometri: Interferensi Gelombang
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Trigonometri: Lingkaran Satuan
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Irisan Kerucut: Lingkaran
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Irisan Kerucut: Parabola dan Fokus
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Irisan Kerucut: Elips dengan Fokus
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Irisan Kerucut: Hiperbola
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Kutub: Mawar
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Kutub: Spiral Logaritma
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Kutub: Limacon
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Kutub: Irisan Kerucut
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Parametrik: Pengantar
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Parametrik: Sikloid
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Transformasi: Menafsirkan Fungsi
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Transformasi: Mengubah Skala Fungsi
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Transformasi: Invers Fungsi
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Statistik: Regresi Linear
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Statistik: Kuartet Anscombe
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Statistik: Polinomial Orde 4
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Daftar: Keluarga Kurva Sinus
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Daftar: Jalinan Kurva
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Daftar: Menggambar Daftar Titik
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Kalkulus: Turunan
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Kalkulus: Garis Sekan
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Kalkulus: Garis Tangen
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Kalkulus: Deret Taylor sin(x)
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Kalkulus: Integral
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Kalkulus: Integral dengan batas yang dapat disesuaikan