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Baris 2: {{general geometry}} '''[[Geometri]]''' adalah cabang [[matematika]] yang ~~berkaitan~~mempelajari ~~dengan pertanyaan tentang~~terkait bentuk, ukuran, posisi ~~relatif~~bangun ~~figur~~yang relatif, ~~dan~~serta ~~properti~~sifat-sifat tentang ruang. Geometri adalah salah satu ilmu matematika tertua. {{TOC limit\|limit=2}} Baris 8: == Cabang klasik == * [[Geometri aljabar]]~~{{stage short\|50%}} —~~ * [[Geometri analitik]]~~{{stage short\|50%}} –~~ * [[Geometri diferensial]]~~{{stage short\|50%}} —~~ * [[Geometri Euklides]]~~{{stage short\|50%}} —~~ * [[Geometri non-Euklides]]~~{{stage short\|75%}} —~~ * [[Geometri projektif]]~~<s>{{stage short\|75%}}</s> —~~ * [[Geometri ~~Riemannian~~Riemann]]~~{{stage short\|75%}} —~~ == Cabang kontemporer == * [[Geometri ~~mutlak~~afin]]~~{{stage short\|00%}}~~ * [[Geometri bidang]] * [[Affine geometri]]{{stage short\|00%}}▼ * [[Geometri bilangan]] * [[Penggunaan Archimedes infinitesimal]]{{stage short\|00%}}▼ * [[Geometri birasional]]~~{{stage short\|00%}}~~ * [[Geometri ~~kompleks~~bola]]~~{{stage short\|00%}}~~ * [[Geometri ~~kombinatorial~~cembung]]~~{{stage short\|00%}}~~ * [[Geometri komputasi]]{{stage short\|00%}}▼ * [[Geometri konformal]]{{stage short\|00%}}▼ * [[Geometri padat yang konstruktif]]{{stage short\|00%}}▼ * [[Geometri kontak]]{{stage short\|00%}}▼ * [[Geometri cembung]]{{stage short\|00%}}▼ * [[Geometri deskriptif]]{{stage short\|00%}} * [[Geometri digital]]{{stage short\|00%}} * [[Geometri ~~deskret~~diskret]]~~{{stage short\|00%}}~~ * [[Geometri ~~jarak~~eliptik]]~~{{stage short\|00%}}~~ * [[Geometri ~~elips~~enumeratif]]~~{{stage short\|00%}}~~ * [[Geometri ~~pencacahan~~epipolar]]~~{{stage short\|00%}}~~ * [[Geometri ~~epipolar~~hiperbolik]]~~{{stage short\|00%}}~~ * [[Geometri ~~hingga~~informasi]]~~{{stage short\|00%}}~~ * [[Geometri ~~angka~~integral]]~~{{stage short\|00%}}~~ * [[Geometri ~~hiperbolik~~inversif]]~~{{stage short\|00%}}~~ * [[Geometri ~~informasi~~jarak]]~~{{stage short\|00%}}~~ * [[Geometri ~~integral~~hingga]]~~{{stage short\|00%}}~~ * [[Geometri ~~invers~~Klein]]~~{{stage short\|00%}}~~ * [[Geometri kompleks]] * [[Klein geometri]]{{stage short\|00%}} * [[Geometri ~~bola Lie~~kombinatorial]]~~{{stage short\|00%}}~~ * [[Geometri komputasi~~#Geometri komputasi numerik\|Geometri numerik~~]]~~{{stage short\|00%}}~~ * [[Geometri ~~terurut~~konformal]]~~{{stage short\|00%}}~~ ▲* [[Geometri kontak]]~~{{stage short\|00%}}~~ * [[Geometri parabola (geometri diferensial)\|Geometri parabola]]{{stage short\|00%}}▼ * [[Geometri ~~bidang Euklides~~kuantum]] ~~{{stage short\|00%}}~~ * [[Geometri ~~bidang~~Manhattan]]~~{{stage short\|00%}}~~ * [[Geometri ~~kuantum~~mutlak]]~~{{stage short\|00%}}~~ * [[Geometri komputasi#Geometri komputasi numerik\|Geometri numerik]] ▲* [[Geometri padat ~~yang~~ konstruktif]]~~{{stage short\|00%}}~~ ▲* [[Geometri parabola (geometri diferensial)\|Geometri parabola]]~~{{stage short\|00%}}~~ * [[Geometri sferis Lie]] * [[Geometri terurut]] * [[Geometri Ruppeiner]]{{stage short\|00%}} * [[Geometri bola]]{{stage short\|50%}} * [[Geometri simbolis]]{{stage short\|00%}} * [[Geometri sintetis]]{{stage short\|00%}} * [[Geometri sistolik]]{{stage short\|00%}} * [[Geometri taksibab]]{{stage short\|00%}} * [[Geometri torik]]{{stage short\|00%}} * [[Geometri transformasi]]{{stage short\|00%}} * [[Geometri tropis]]~~{{stage short\|00%}}~~ ▲* [[Penggunaan Archimedes infinitesimal\|Penggunaan infinitesimal Archimedes]]{{stage short\|00%}} == Sejarah geometri == Baris 82 ⟶ 81: === Konsep umum === * [[~~Perkembangan~~Barisan ~~geometris~~dan deret geometri]]{{stage short\|0075%}} — [[~~Bentuk~~Bangun ~~geometris~~(geometri)]]{{stage short\|0025%}} — [[Geometri]]{{stage short\|100%}} — [[Pi]]{{stage short\|100%}} — [[kecepatan sudut]]{{stage short\|50%}} — [[kecepatan\|kecepatan linear]]{{stage short\|50%}} — [[Formula De Moivre\|Teorema De Moivre]]{{stage short\|00%}} — [[~~aturan~~Hukum jajaran genjang]]{{stage short\|00%}} — [[Teorema Pythagoras]]{{stage short\|75%}} — [[Segitiga serupa]]{{stage short\|00%}} — [[Identitas Trigonometri]]{{stage short\|00%}} — [[lingkaran satuan]]{{stage short\|50%}} — [[Trapesium]]{{stage short\|50%}} — [[Segi tiga]]{{stage short\|50%}} — [[Teorema]]{{stage short\|50%}} — [[titik (geometri)\|titik]]{{stage short\|50%}} — [[garis (geometri)#sinar\|sinar]]{{stage short\|50%}} — [[bidang (matematika)\|bidang]]{{stage short\|50%}} — [[garis (matematika)\|garis]]{{stage short\|50%}} — [[ruas garis]]{{stage short\|50%}} === Pengukuran === * [[Bantalan (navigasi)\|Bantalan]] {{stage short\|00%}} * [[Sudut]] {{stage short\|50%}} * [[Derajat (sudut)\|Derajat]] {{stage short\|75%}} * [[menit busu\|Menit]] {{stage short\|00%}} * [[Radian]] {{stage short\|50%}} * [[Lingkar]] {{stage short\|00%}} * [[Diameter]] {{stage short\|75%}} ▲* [[~~Affine~~Alas (geometri)]] {{stage short\|0025%}} === Fungsi trigonometri === Baris 131: == Daftar == * [[Daftar bentuk matematika]]{{stage short\|00%}} * [[Daftar geometer]]{{stage short\|00%}} * [[Daftar kurva]]{{stage short\|00%}} * [[Daftar topik kurva]]{{stage short\|00%}} == Lihat pula == * [[Daftar topik matematika dasar]]{{stage short\|00%}} * [[Daftar artikel matematika]]{{stage short\|00%}} * [[Tabel simbol matematika]]{{stage short\|00%}} ▲* [[~~Geometri~~Daftar ~~komputasi~~topik Aljabar]]{{stage short\|00%}} ▲* [[~~Geometri~~Daftar ~~konformal~~topik kalkulus]]{{stage short\|00100%}} ▲* [[~~Geometri~~Daftar ~~cembung~~topik teori bilangan]]{{stage short\|00100%}} == Bacaan lebih lanjut == *{{cite book \| last = Rich \| first = Barnett \| title = Garis Besar Geometri Schaum \| url = https://archive.org/details/geometryincludes0000rich_q9w7 \|edition= 4th \| publisher = McGraw-Hill \| location = New York \| year = 2009 \| isbn = 978-0-07-154412-2 }} [[Kategori:Garis besar Wikipedia]]