Ekspresi 7: "B" equals normal distribution left parenthesis, "b" Subscript, "m" , Baseline , "b" Subscript, "s" , Baseline , right parenthesisB=normaldistbm,bs
Rata-rataStandar Deviasi
7
I've highlighted the critical part of B that changes your mind. These values of B are impossible to get after the trial, because you would just prescribe A if they occurred. This increases the expected value of the trial.
8
Ekspresi 9: 0 less than "y" less than left brace, "b" Subscript, "m" , Baseline greater than "a" Subscript, "m" , Baseline : left brace, "x" less than "a" Subscript, "m" , Baseline : "B" .pdf left parenthesis, "x" , right parenthesis , 0 , right brace , left brace, "x" less than "a" Subscript, "m" , Baseline : 0 , "B" .pdf left parenthesis, "x" , right parenthesis , right brace , right brace0<y<bm>am:x<am:B.pdfx,0,x<am:0,B.pdfx
9
Moral Value of information after researching B
10
Ekspresi 11: "v" equals "B" .cdf left parenthesis, negative 20 , "a" Subscript, "m" , Baseline , right parenthesis times "a" Subscript, "m" , Baseline plus Start integral from "a" Subscript, "m" , Baseline to 20, end integral, "b" times "B" .pdf left parenthesis, "b" , right parenthesis "d" "b"v=B.cdf−20,am·am+∫20amb·B.pdfbdb
11
Marginal value of information for researching B
12
Ekspresi 13: "v" negative left brace, "b" Subscript, "m" , Baseline greater than "a" Subscript, "m" , Baseline : "b" Subscript, "m" , Baseline , "b" Subscript, "m" , Baseline less than or equal to "a" Subscript, "m" , Baseline : "a" Subscript, "m" , Baseline , right bracev−bm>am:bm,bm≤am:am
13
14
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
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Garis: Bentuk Titik Kemiringan
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Garis: Bentuk Dua Titik
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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: 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