[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"public-settings":3,"interactive-index:{\"take\":50}":12,"public-catalog":790,"public-languages":2641},{"features.tutoring.enabled":4,"features.tools.enabled":5,"tools.disabled":6,"sections.subjects.enabled":5,"sections.pricing.enabled":5,"sections.teachers.enabled":5,"sections.testimonials.enabled":4,"sections.faqs.enabled":5,"bankSoal.enabled":5,"site.maintenance":4,"whatsapp.number":7,"brand.name":8,"brand.tagline":9,"contact.email":10,"contact.address":11},false,true,[],"6285156084435","MyFismat","Platform belajar Matematika, Fisika, dan Pemrograman untuk SD, SMP, SMA, dan Kuliah","support@myfismat.com","Indonesia",[13,116,211,293,397,592,688,698,707,716,725,735,744,753,766,774,782],{"id":14,"slug":15,"kind":16,"title":17,"description":18,"url":19,"posterUrl":19,"config":20,"subject":111},"cmvofkz2k000107td85nvurnm","lintasan-sumbu-bayangan-bulan-pada-bidang-fundamental-gerhana-8-april-2024","SCENE_2D","Lintasan bayangan Bulan saat gerhana 8 April 2024","Lingkaran biru adalah Bumi (jari-jari 1) dilihat dari arah Matahari, dan titik merah adalah tempat sumbu bayangan Bulan menembus bidang fundamental, dihitung dari elemen Bessel NASA untuk gerhana total 8 April 2024. Geser slider waktu untuk melihat kapan sumbu bayangan mengenai Bumi dan kapan jaraknya ke pusat Bumi paling kecil (gamma).",null,{"v":21,"alt":22,"view":23,"params":32,"derived":43,"objects":56,"presets":86,"sources":101,"readouts":102},1,"Lingkaran satuan mewakili Bumi. Kurva putus-putus menunjukkan lintasan sumbu bayangan Bulan dari kiri bawah ke kanan atas. Titik merah bergerak sesuai slider waktu; ruas dari pusat Bumi ke titik merah menunjukkan jaraknya, paling kecil sekitar 0,343 jari-jari Bumi pada pukul 18.18 TDT.",{"x":24,"y":27,"axes":5,"grid":5,"xLabel":30,"yLabel":31,"equalScale":5},[25,26],-1.8,1.4,[28,29],-1.2,1.2,"x (jari-jari Bumi)","y (jari-jari Bumi)",[33],{"id":34,"max":35,"min":36,"step":37,"unit":38,"label":39,"value":40,"digits":41,"control":42},"h",2.5,-2.5,0.01,"jam","Waktu sejak 18.00 TDT",0.31,2,"slider",[44,48,52],{"id":45,"expr":46,"label":47},"px","-0.318157 + 0.5117105*h + 0.0000326*h^2 - 0.0000085*h^3","x",{"id":49,"expr":50,"label":51},"py","0.219747 + 0.2709586*h - 0.0000594*h^2 - 0.0000047*h^3","y",{"id":53,"expr":54,"label":55},"jarak","sqrt(px^2 + py^2)","jarak ke pusat Bumi",[57,62,68,73,77,80],{"fill":5,"type":58,"color":59,"center":60,"radius":21},"circle","blue",[61,61],0,{"u":63,"x":64,"y":65,"type":66,"color":67,"dashed":5},[36,35],"-0.318157 + 0.5117105*u + 0.0000326*u^2 - 0.0000085*u^3","0.219747 + 0.2709586*u - 0.0000594*u^2 - 0.0000047*u^3","parametric","gray",{"x":61,"y":61,"id":69,"type":70,"color":71,"label":72},"O","point","ink","Pusat Bumi",{"x":45,"y":49,"id":74,"type":70,"color":75,"label":76},"P","red","Sumbu bayangan",{"to":74,"from":69,"type":78,"color":79,"dashed":5},"segment","orange",{"at":81,"text":84,"type":85},[82,83],-1.75,1.05,"pukul {18+h:2} TDT, jarak = {jarak:3}","text",[87,91,96],{"id":88,"label":89,"values":90},"puncak","Puncak gerhana (jarak minimum)",{"h":40},{"id":92,"label":93,"values":94},"masuk","Sumbu mulai mengenai Bumi (model)",{"h":95},-1.31,{"id":97,"label":98,"values":99},"keluar","Sumbu meninggalkan Bumi (model)",{"h":100},1.93,[],[103,106,108,109],{"expr":104,"label":105,"digits":41},"18 + h","Waktu (jam desimal TDT)",{"expr":45,"label":47,"digits":107},4,{"expr":49,"label":51,"digits":107},{"expr":53,"label":110,"digits":107},"Jarak sumbu bayangan ke pusat Bumi (\u003C 1 berarti mengenai Bumi)",{"id":112,"slug":113,"name":114,"color":115},"cmuzbyhdq000571r9nsdk6scx","fisika","Fisika","#0EA5E9",{"id":117,"slug":118,"kind":16,"title":119,"description":120,"url":19,"posterUrl":19,"config":121,"subject":210},"cmvyu79u7002f07sczdc382xk","jarak-petir-dari-selang-waktu-kilat-dan-guntur","Jarak petir dari selang waktu kilat dan guntur","Garis biru adalah jarak petir d = v·t dengan cepat rambat bunyi v = 331√(1 + T\u002F273) m\u002Fs, sedangkan garis abu-abu putus-putus adalah aturan praktis \"detik dibagi 3\". Geser suhu udara dan selang waktu kilat–guntur untuk membandingkan jarak hasil rumus dengan perkiraan cepat beserta selisih persennya.",{"v":21,"alt":122,"view":123,"params":130,"derived":143,"objects":158,"presets":179,"sources":198,"readouts":199},"Grafik jarak petir (km) terhadap selang waktu kilat–guntur (detik). Garis biru lurus menunjukkan jarak menurut cepat rambat bunyi pada suhu yang dipilih, garis abu-abu putus-putus menunjukkan aturan detik dibagi 3. Titik merah menandai jarak hasil rumus untuk waktu yang dipilih dan titik abu-abu menandai perkiraan aturan praktis; keduanya hampir berimpit.",{"x":124,"y":126,"axes":5,"grid":5,"xLabel":128,"yLabel":129,"equalScale":4},[61,125],31,[61,127],11,"selang waktu kilat–guntur t (detik)","jarak petir d (km)",[131,137],{"id":132,"max":133,"min":61,"step":21,"unit":134,"label":135,"value":136,"digits":61,"control":42},"suhu",40,"°C","Suhu udara",30,{"id":138,"max":136,"min":139,"step":139,"unit":140,"label":141,"value":142,"digits":21,"control":42},"waktu",0.5,"s","Selang waktu kilat–guntur",9,[144,149,154],{"id":145,"expr":146,"unit":147,"label":148},"vs","331*sqrt(1 + suhu\u002F273)","m\u002Fs","cepat rambat bunyi",{"id":150,"expr":151,"unit":152,"label":153},"d","vs*waktu\u002F1000","km","jarak menurut rumus",{"id":155,"expr":156,"unit":152,"label":157},"dr","waktu\u002F3","jarak aturan bagi 3",[159,163,166,169,172,174],{"expr":160,"type":161,"color":59,"domain":162},"331*sqrt(1 + suhu\u002F273)*x\u002F1000","function",[61,136],{"expr":164,"type":161,"color":67,"dashed":5,"domain":165},"x\u002F3",[61,136],{"to":167,"from":168,"type":78,"color":79,"dashed":5},[138,150],[138,61],{"x":138,"y":155,"id":170,"type":70,"color":67,"label":171},"R","aturan bagi 3",{"x":138,"y":150,"id":74,"type":70,"color":75,"label":173},"rumus",{"at":175,"text":178,"type":85},[176,177],0.8,10.3,"v = {vs:1} m\u002Fs, d = {d:2} km",[180,184,188,193],{"id":181,"label":182,"values":183},"siang","Siang tropis 30 °C, guntur 9 detik",{"suhu":136,"waktu":142},{"id":185,"label":186,"values":187},"nol","Udara 0 °C (nilai buku 331 m\u002Fs)",{"suhu":61,"waktu":142},{"id":189,"label":190,"values":191},"dekat","Sangat dekat: guntur 2 detik",{"suhu":192,"waktu":41},28,{"id":194,"label":195,"values":196},"jauh","Gemuruh jauh: 30 detik",{"suhu":197,"waktu":136},25,[],[200,202,204,206],{"expr":145,"unit":147,"label":201,"digits":21},"Cepat rambat bunyi v",{"expr":150,"unit":152,"label":203,"digits":41},"Jarak petir d = v·t",{"expr":155,"unit":152,"label":205,"digits":41},"Perkiraan aturan t\u002F3",{"expr":207,"unit":208,"label":209,"digits":21},"(dr - d)\u002Fd*100","%","Selisih aturan t\u002F3 terhadap rumus",{"id":112,"slug":113,"name":114,"color":115},{"id":212,"slug":213,"kind":16,"title":214,"description":215,"url":19,"posterUrl":19,"config":216,"subject":288},"cmw0p34xz003l07scyzxdz4f3","grafik-fungsi-eksponen-dan-logaritma","Grafik fungsi eksponen dan logaritma","Kurva biru y = a^x dan kurva oranye y = log_a x saling mencerminkan terhadap garis putus-putus y = x. Geser basis a untuk melihat grafik naik (a > 1) atau turun (0 < a < 1), lalu geser x₀: titik P pada grafik eksponen dicerminkan menjadi titik Q pada grafik logaritma.",{"v":21,"alt":217,"view":218,"params":223,"derived":236,"objects":241,"presets":267,"sources":281,"readouts":282},"Bidang kartesius dengan kurva biru y = a pangkat x yang selalu melalui (0, 1), kurva oranye y = log basis a dari x yang selalu melalui (1, 0), dan garis abu-abu putus-putus y = x. Titik merah P di kurva eksponen dan titik hijau Q di kurva logaritma dihubungkan ruas putus-putus yang tegak lurus garis y = x, menunjukkan bahwa kedua grafik saling mencerminkan.",{"x":219,"y":222,"axes":5,"grid":5,"xLabel":47,"yLabel":51,"equalScale":5},[220,221],-4,8,[220,221],[224,230],{"id":225,"max":226,"min":227,"step":228,"label":229,"value":41,"digits":21,"control":42},"a",10,0.2,0.1,"Basis a",{"id":231,"max":232,"min":233,"step":228,"label":234,"value":235,"digits":21,"control":42},"xp",3,-3,"x₀ (posisi titik P)",1.5,[237],{"id":238,"expr":239,"label":240},"yp","a^xp","a pangkat x₀",[242,244,247,251,252,255,256,259,262],{"expr":47,"type":161,"color":67,"dashed":5,"domain":243},[220,221],{"expr":245,"type":161,"color":59,"domain":246},"a^x",[220,221],{"expr":248,"type":161,"color":79,"domain":249,"visible":250},"log(x, a)",[37,221],"abs(a - 1) - 0.05",{"x":231,"y":238,"id":74,"type":70,"color":75,"label":74},{"x":238,"y":231,"id":253,"type":70,"color":254,"label":253,"visible":250},"Q","green",{"to":253,"from":74,"type":78,"color":67,"dashed":5,"visible":250},{"x":61,"y":21,"id":257,"type":70,"color":59,"label":258},"A","(0, 1)",{"x":21,"y":61,"id":260,"type":70,"color":79,"label":261,"visible":250},"B","(1, 0)",{"at":263,"text":266,"type":85},[264,265],-3.8,7.4,"a = {a:1}: P({xp:1}; {yp:2}), Q({yp:2}; {xp:1})",[268,272,276],{"id":269,"label":270,"values":271},"dua","Basis 2 (grafik naik)",{"a":41,"xp":235},{"id":273,"label":274,"values":275},"sepuluh","Basis 10 (logaritma biasa)",{"a":226,"xp":139},{"id":277,"label":278,"values":279},"setengah","Basis 0,5 (grafik turun)",{"a":139,"xp":280},-1.5,[],[283,285],{"expr":238,"label":284,"digits":232},"Titik P pada y = a^x: y = a^x₀",{"expr":286,"label":287,"digits":232},"log(yp, a)","Titik Q pada y = log_a x: log_a(a^x₀)",{"id":289,"slug":290,"name":291,"color":292},"cmuzbyhdg000471r9l54yc9ia","matematika","Matematika","#8B5CF6",{"id":294,"slug":295,"kind":16,"title":296,"description":297,"url":19,"posterUrl":19,"config":298,"subject":396},"cmvxe10ag001n07scr4slu3xy","pita-kritis-fungsi-zeta-riemann-dan-wilayah-bebas-nol","Pita kritis fungsi zeta Riemann dan wilayah bebas nol","Bidang kompleks dengan pita kritis 0 < Re(s) < 1, garis kritis Re(s) = 1\u002F2, dan tiga pasang nol nontrivial pertama fungsi zeta. Geser σ₀ (batas wilayah yang terbukti bebas nol) atau pilih preset 1896, 7\u002F8, 11\u002F12, dan hipotesis Riemann untuk melihat seberapa sempit pita tempat nol masih mungkin berada.",{"v":21,"alt":299,"view":300,"params":308,"derived":314,"objects":323,"presets":370,"sources":388,"readouts":389},"Bidang kompleks dengan sumbu mendatar bagian riil dan sumbu tegak bagian imajiner. Garis putus-putus di Re(s) = 0 dan Re(s) = 1 membatasi pita kritis, garis merah di Re(s) = 1\u002F2 adalah garis kritis, dan enam titik merah adalah nol nontrivial di 1\u002F2 ± 14,135i, 1\u002F2 ± 21,022i, 1\u002F2 ± 25,011i. Daerah oranye di tepi kiri dan kanan pita adalah wilayah yang terbukti bebas nol; lebarnya bertambah ketika σ₀ diperkecil.",{"x":301,"y":304,"axes":5,"grid":5,"xLabel":306,"yLabel":307,"equalScale":4},[302,303],-0.6,1.6,[305,136],-30,"bagian riil Re(s)","bagian imajiner Im(s)",[309],{"id":310,"max":21,"min":139,"step":311,"label":312,"value":313,"digits":107,"control":42},"s0",0.0001,"σ₀: tidak ada nol untuk Re(s) > σ₀",0.9167,[315,319],{"id":316,"expr":317,"label":318},"kiri","1 - s0","batas kiri",{"id":320,"expr":321,"label":322},"lebar","2*s0 - 1","lebar pita sisa",[324,327,329,333,336,339,342,345,349,353,357,360,363,366],{"expr":325,"type":326,"color":79},"abs(x - (1 + s0)\u002F2) \u003C (1 - s0)\u002F2","region",{"expr":328,"type":326,"color":79},"abs(x - (1 - s0)\u002F2) \u003C (1 - s0)\u002F2",{"to":330,"from":331,"type":332,"color":67,"dashed":5},[61,21],[61,61],"line",{"to":334,"from":335,"type":332,"color":67,"dashed":5},[21,21],[21,61],{"to":337,"from":338,"type":332,"color":75,"dashed":5},[139,21],[139,61],{"to":340,"from":341,"type":332,"color":79},[310,21],[310,61],{"to":343,"from":344,"type":332,"color":79},[317,21],[317,61],{"x":139,"y":346,"id":347,"type":70,"color":75,"label":348},14.135,"Z1","1\u002F2 + 14,135i",{"x":139,"y":350,"id":351,"type":70,"color":75,"label":352},21.022,"Z2","1\u002F2 + 21,022i",{"x":139,"y":354,"id":355,"type":70,"color":75,"label":356},25.011,"Z3","1\u002F2 + 25,011i",{"x":139,"y":358,"id":359,"type":70,"color":75},-14.135,"Z4",{"x":139,"y":361,"id":362,"type":70,"color":75},-21.022,"Z5",{"x":139,"y":364,"id":365,"type":70,"color":75},-25.011,"Z6",{"at":367,"text":369,"type":85},[368,192],-0.55,"nol mungkin hanya di {kiri:4} ≤ Re(s) ≤ {s0:4}",[371,375,380,384],{"id":372,"label":373,"values":374},"tepi","1896: hanya tepi pita bebas nol",{"s0":21},{"id":376,"label":377,"values":378},"tujuhdelapan","Versi 30 Sep 2026: σ₀ = 7\u002F8",{"s0":379},0.875,{"id":381,"label":382,"values":383},"sebelasduabelas","Versi 5 Okt 2026: σ₀ = 11\u002F12",{"s0":313},{"id":385,"label":386,"values":387},"rh","Hipotesis Riemann: σ₀ = 1\u002F2",{"s0":139},[],[390,392,394],{"expr":310,"label":391,"digits":107},"Batas kanan σ₀",{"expr":316,"label":393,"digits":107},"Batas kiri 1 − σ₀ (karena simetri)",{"expr":320,"label":395,"digits":107},"Lebar pita tempat nol masih mungkin (2σ₀ − 1)",{"id":289,"slug":290,"name":291,"color":292},{"id":398,"slug":399,"kind":16,"title":400,"description":401,"url":19,"posterUrl":19,"config":402,"subject":591},"cmvo6zwdg000207qhv7avs9g3","mengapa-gerhana-matahari-tidak-terjadi-setiap-bulan-baru","Mengapa gerhana Matahari tidak terjadi setiap bulan baru","Kurva biru menunjukkan seberapa jauh Bulan berada di atas atau di bawah bidang ekliptika (model sinus dengan periode bulan drakonik 27,21 hari), sedangkan titik menandai setiap bulan baru (tiap 29,53 hari). Geser kemiringan orbit, posisi awal terhadap simpul, dan batas lintang: titik merah menandai bulan baru yang berpeluang menghasilkan gerhana Matahari.",{"v":21,"alt":403,"view":404,"params":412,"derived":426,"objects":478,"presets":571,"sources":585,"readouts":586},"Grafik lintang ekliptika Bulan terhadap waktu berbentuk gelombang sinus dengan amplitudo sebesar kemiringan orbit. Titik menandai setiap bulan baru; titik merah berada di dalam pita oranye, artinya gerhana Matahari mungkin terjadi.",{"x":405,"y":408,"axes":5,"grid":5,"xLabel":410,"yLabel":411,"equalScale":4},[406,407],-10,410,[409,142],-9,"waktu (hari)","lintang Bulan dari ekliptika (°)",[413,419,423],{"id":414,"max":221,"min":61,"step":415,"unit":416,"label":417,"value":418,"digits":41,"control":42},"inc",0.005,"°","Kemiringan orbit Bulan",5.145,{"id":420,"max":421,"min":61,"step":21,"unit":416,"label":422,"value":61,"control":42},"fase",360,"Posisi awal relatif simpul",{"id":424,"max":232,"min":139,"step":228,"unit":416,"label":425,"value":235,"digits":21,"control":42},"blim","Batas lintang agar gerhana mungkin",[427,430,433,436,439,442,445,448,451,454,457,460,463,466,469,472,475],{"id":428,"expr":429},"b0","inc*sin(2*pi*0.0\u002F27.212221 + fase*pi\u002F180)",{"id":431,"expr":432},"b1","inc*sin(2*pi*29.5306\u002F27.212221 + fase*pi\u002F180)",{"id":434,"expr":435},"b2","inc*sin(2*pi*59.0612\u002F27.212221 + fase*pi\u002F180)",{"id":437,"expr":438},"b3","inc*sin(2*pi*88.5918\u002F27.212221 + fase*pi\u002F180)",{"id":440,"expr":441},"b4","inc*sin(2*pi*118.1224\u002F27.212221 + fase*pi\u002F180)",{"id":443,"expr":444},"b5","inc*sin(2*pi*147.6529\u002F27.212221 + fase*pi\u002F180)",{"id":446,"expr":447},"b6","inc*sin(2*pi*177.1835\u002F27.212221 + fase*pi\u002F180)",{"id":449,"expr":450},"b7","inc*sin(2*pi*206.7141\u002F27.212221 + fase*pi\u002F180)",{"id":452,"expr":453},"b8","inc*sin(2*pi*236.2447\u002F27.212221 + fase*pi\u002F180)",{"id":455,"expr":456},"b9","inc*sin(2*pi*265.7753\u002F27.212221 + fase*pi\u002F180)",{"id":458,"expr":459},"b10","inc*sin(2*pi*295.3059\u002F27.212221 + fase*pi\u002F180)",{"id":461,"expr":462},"b11","inc*sin(2*pi*324.8365\u002F27.212221 + fase*pi\u002F180)",{"id":464,"expr":465},"b12","inc*sin(2*pi*354.3671\u002F27.212221 + fase*pi\u002F180)",{"id":467,"expr":468},"b13","inc*sin(2*pi*383.8977\u002F27.212221 + fase*pi\u002F180)",{"id":470,"expr":471},"jmlA","(sign(blim-abs(b0))+1)\u002F2+(sign(blim-abs(b1))+1)\u002F2+(sign(blim-abs(b2))+1)\u002F2+(sign(blim-abs(b3))+1)\u002F2+(sign(blim-abs(b4))+1)\u002F2+(sign(blim-abs(b5))+1)\u002F2+(sign(blim-abs(b6))+1)\u002F2",{"id":473,"expr":474},"jmlB","(sign(blim-abs(b7))+1)\u002F2+(sign(blim-abs(b8))+1)\u002F2+(sign(blim-abs(b9))+1)\u002F2+(sign(blim-abs(b10))+1)\u002F2+(sign(blim-abs(b11))+1)\u002F2+(sign(blim-abs(b12))+1)\u002F2+(sign(blim-abs(b13))+1)\u002F2",{"id":476,"expr":477},"jml","jmlA + jmlB",[479,481,485,488,490,493,496,499,502,505,508,511,514,517,520,523,526,529,532,535,538,541,544,547,550,553,556,559,562,565,568],{"expr":480,"type":326,"color":79},"abs(y) \u003C blim",{"expr":482,"type":161,"color":59,"domain":483},"inc*sin(2*pi*x\u002F27.212221 + fase*pi\u002F180)",[61,484],400,{"to":486,"from":487,"type":332,"color":67,"dashed":5},[21,61],[61,61],{"x":61,"y":428,"id":489,"type":70,"color":67},"N0",{"x":61,"y":428,"id":491,"type":70,"color":75,"visible":492},"E0","blim - 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12.","2026-10-08T09:24:41.263Z",{"id":1073,"subjectId":112,"levelId":822,"parentId":19,"slug":2351,"name":2352,"description":2353,"order":2354,"createdAt":2355,"updatedAt":2355},"gelombang-elektromagnetik","Gelombang Elektromagnetik","Gelombang Elektromagnetik — Kelas 12.",26,"2026-10-08T09:24:41.273Z",{"id":888,"subjectId":289,"levelId":822,"parentId":19,"slug":2357,"name":2358,"description":2359,"order":2354,"createdAt":2360,"updatedAt":2360},"turunan-fungsi","Turunan Fungsi","Turunan Fungsi — Kelas 12 Lanjut.","2026-10-08T09:24:41.575Z",{"id":1097,"subjectId":289,"levelId":822,"parentId":19,"slug":2362,"name":2363,"description":2364,"order":2365,"createdAt":2366,"updatedAt":2366},"aplikasi-turunan","Aplikasi Turunan","Aplikasi Turunan — Kelas 12 Lanjut.",27,"2026-10-08T09:24:41.587Z",{"id":1127,"subjectId":112,"levelId":822,"parentId":19,"slug":2368,"name":2369,"description":2370,"order":2365,"createdAt":2371,"updatedAt":2371},"pengantar-instrumental-digital","Pengantar Instrumental Digital","Pengantar Instrumental Digital — Kelas 12.","2026-10-08T09:24:41.283Z",{"id":972,"subjectId":289,"levelId":822,"parentId":19,"slug":2373,"name":2374,"description":2375,"order":192,"createdAt":2376,"updatedAt":2376},"integral","Integral","Integral — Kelas 12 Lanjut.","2026-10-08T09:24:41.599Z",{"id":1115,"subjectId":112,"levelId":822,"parentId":19,"slug":2378,"name":2379,"description":2380,"order":192,"createdAt":2381,"updatedAt":2381},"relativitas-khusus","Relativitas Khusus","Relativitas Khusus — Kelas 12.","2026-10-08T09:24:41.291Z",{"id":1121,"subjectId":112,"levelId":822,"parentId":19,"slug":2383,"name":2384,"description":2385,"order":2386,"createdAt":2387,"updatedAt":2387},"gejala-kuantum","Gejala Kuantum","Gejala Kuantum — Kelas 12.",29,"2026-10-08T09:24:41.303Z",{"id":1020,"subjectId":289,"levelId":822,"parentId":19,"slug":2389,"name":2390,"description":2391,"order":2386,"createdAt":2392,"updatedAt":2392},"penerapan-integral","Penerapan Integral","Penerapan Integral — 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soal.","2026-10-14T16:01:44.645Z",{"id":2429,"subjectId":289,"levelId":822,"parentId":19,"slug":2430,"name":2431,"description":2432,"order":612,"createdAt":2433,"updatedAt":2433},"demo-v2-topic-matematika-sma-1","fungsi-kuadrat","Fungsi Kuadrat","Fungsi kuadrat f(x) = ax² + bx + c: pengaruh a, b, c pada grafik, rumus titik puncak, sumbu simetri, diskriminan, dan contoh soal nilai maksimum.","2026-10-14T16:01:44.503Z",{"id":2435,"subjectId":801,"levelId":822,"parentId":19,"slug":2436,"name":2437,"description":2438,"order":612,"createdAt":2439,"updatedAt":2439},"demo-v2-topic-pemrograman-sma-1","fungsi-python-def-return","Fungsi Python","Pelajari cara membuat fungsi Python dengan def, parameter, nilai default, dan return, plus perbedaan return dan print lewat contoh program yang jelas.","2026-10-14T16:01:45.616Z",{"id":2441,"subjectId":112,"levelId":816,"parentId":19,"slug":2442,"name":2443,"description":2444,"order":612,"createdAt":2445,"updatedAt":2445},"demo-v2-topic-fisika-smp-1","glb-dan-glbb","GLB dan GLBB","Rumus GLB dan GLBB lengkap: jarak, kecepatan, percepatan, grafik posisi–waktu, perbedaan GLB dan GLBB, plus contoh soal gerak lurus dan pembahasannya.","2026-10-14T16:01:44.924Z",{"id":2447,"subjectId":112,"levelId":827,"parentId":19,"slug":2448,"name":2449,"description":2450,"order":612,"createdAt":2451,"updatedAt":2451},"demo-v2-topic-fisika-kuliah-1","gerak-harmonik-sederhana","Gerak Harmonik Sederhana","Gerak harmonik sederhana untuk fisika dasar: persamaan x = A cos(ωt + φ), kecepatan, percepatan, periode pegas dan bandul, energi, serta contoh soal.","2026-10-14T16:01:45.223Z",{"id":2453,"subjectId":112,"levelId":822,"parentId":19,"slug":2454,"name":2455,"description":2456,"order":612,"createdAt":2457,"updatedAt":2457},"demo-v2-topic-fisika-sma-1","hukum-newton-2","Hukum Newton 2","Hukum Newton 2: bunyi, rumus ΣF = m·a, diagram gaya, gaya gesek statis dan kinetis, serta contoh soal mencari percepatan dan massa beserta pembahasan.","2026-10-14T16:01:45.084Z",{"id":2459,"subjectId":801,"levelId":827,"parentId":19,"slug":2460,"name":2461,"description":2462,"order":612,"createdAt":2463,"updatedAt":2463},"demo-v2-topic-pemrograman-kuliah-1","notasi-big-o-kompleksitas-waktu","Notasi Big O","Pahami notasi Big O dan kompleksitas waktu algoritma: O(1), O(log n), O(n), O(n²), cara menghitungnya dari kode Python, dan contoh soalnya.","2026-10-14T16:01:45.769Z",{"id":2465,"subjectId":801,"levelId":810,"parentId":19,"slug":2466,"name":2467,"description":2468,"order":612,"createdAt":2469,"updatedAt":2469},"demo-v2-topic-pemrograman-sd-1","pengertian-algoritma","Pengertian Algoritma","Algoritma adalah langkah-langkah urut untuk menyelesaikan masalah. Pelajari pengertian, ciri, dan contoh algoritma sehari-hari untuk siswa SD.","2026-10-14T16:01:45.355Z",{"id":2471,"subjectId":112,"levelId":810,"parentId":19,"slug":2472,"name":2473,"description":2474,"order":612,"createdAt":2475,"updatedAt":2475},"demo-v2-topic-fisika-sd-1","pengukuran-panjang","Pengukuran Panjang","Belajar pengukuran panjang untuk SD: satuan baku, alat ukur panjang, cara memakai penggaris, dan tangga satuan panjang km sampai mm + contoh soal.","2026-10-14T16:01:44.803Z",{"id":2477,"subjectId":289,"levelId":810,"parentId":19,"slug":2478,"name":2479,"description":2480,"order":612,"createdAt":2481,"updatedAt":2481},"demo-v2-topic-matematika-sd-1","penjumlahan-pecahan","Penjumlahan Pecahan","Cara penjumlahan pecahan berpenyebut sama dan beda penyebut memakai KPK, pecahan senilai, dan pecahan campuran, lengkap dengan contoh soal SD.","2026-10-14T16:01:44.034Z",{"id":2483,"subjectId":289,"levelId":816,"parentId":19,"slug":2484,"name":2485,"description":2486,"order":612,"createdAt":2487,"updatedAt":2487},"demo-v2-topic-matematika-smp-1","teorema-pythagoras","Teorema Pythagoras","Teorema Pythagoras a² + b² = c² untuk mencari sisi miring dan sisi siku-siku, tripel Pythagoras, diagonal ruang balok, dan contoh soal kelas 8.","2026-10-14T16:01:44.305Z",{"id":2489,"subjectId":801,"levelId":816,"parentId":19,"slug":2490,"name":2491,"description":2492,"order":612,"createdAt":2493,"updatedAt":2493},"demo-v2-topic-pemrograman-smp-1","variabel-dan-tipe-data-python","Variabel dan Tipe Data Python","Belajar variabel dan tipe data Python dari nol: int, float, string, boolean, operator, print, dan input, lengkap dengan contoh program dan latihan.","2026-10-14T16:01:45.472Z",{"id":2495,"subjectId":801,"levelId":827,"parentId":19,"slug":2496,"name":2497,"description":2498,"order":2499,"createdAt":2500,"updatedAt":2500},"demo-v2-topic-pemrograman-kuliah-2","class-dan-object-python","Class dan Object Python","Pelajari class dan object Python untuk OOP: __init__, self, atribut, method, inheritance, dan invarian objek lewat contoh program dompet digital.",101,"2026-10-14T16:01:45.800Z",{"id":2502,"subjectId":289,"levelId":822,"parentId":19,"slug":2503,"name":2504,"description":2505,"order":2499,"createdAt":2506,"updatedAt":2506},"demo-v2-topic-matematika-sma-2","eksponen-dan-logaritma","Eksponen dan Logaritma","Materi eksponen dan logaritma kelas 10: sifat-sifat eksponen, definisi dan sifat logaritma, persamaan eksponen dan logaritma, serta contoh soal.","2026-10-14T16:01:44.555Z",{"id":2508,"subjectId":112,"levelId":810,"parentId":19,"slug":2509,"name":2510,"description":2511,"order":2499,"createdAt":2512,"updatedAt":2512},"demo-v2-topic-fisika-sd-2","macam-macam-gaya","Gaya dan Macam-Macamnya","Gaya adalah tarikan atau dorongan. Pelajari macam-macam gaya (otot, gravitasi, magnet, gesek, pegas), pengaruhnya pada benda, dan contoh soalnya.","2026-10-14T16:01:44.840Z",{"id":2514,"subjectId":289,"levelId":810,"parentId":19,"slug":2515,"name":2516,"description":2517,"order":2499,"createdAt":2518,"updatedAt":2518},"demo-v2-topic-matematika-sd-2","rumus-keliling-dan-luas-bangun-datar","Keliling dan Luas Bangun Datar","Rumus keliling dan luas bangun datar: persegi, persegi panjang, segitiga, jajargenjang, trapesium, dan lingkaran, dengan cara mudah dan contoh soal.","2026-10-14T16:01:44.140Z",{"id":2520,"subjectId":801,"levelId":822,"parentId":19,"slug":2521,"name":2522,"description":2523,"order":2499,"createdAt":2524,"updatedAt":2524},"demo-v2-topic-pemrograman-sma-2","list-dan-dictionary-python","List dan Dictionary Python","Pahami list dan dictionary Python: indeks, append, key-value, get, dan perulangan, plus perbedaan keduanya lewat contoh pengolahan data nilai siswa.","2026-10-14T16:01:45.659Z",{"id":2526,"subjectId":112,"levelId":816,"parentId":19,"slug":2527,"name":2528,"description":2529,"order":2499,"createdAt":2530,"updatedAt":2530},"demo-v2-topic-fisika-smp-2","rumus-massa-jenis","Massa Jenis","Rumus massa jenis ρ = m\u002FV lengkap dengan satuan kg\u002Fm³ dan g\u002Fcm³, tabel massa jenis air, besi, dan minyak, cara menghitung, serta contoh soal pembahasan.","2026-10-14T16:01:44.967Z",{"id":2532,"subjectId":801,"levelId":816,"parentId":19,"slug":2533,"name":2534,"description":2535,"order":2499,"createdAt":2536,"updatedAt":2536},"demo-v2-topic-pemrograman-smp-2","percabangan-python-if-else","Percabangan Python","Pelajari percabangan Python dengan if, elif, dan else: operator perbandingan, operator logika, dan contoh program nilai rapor lengkap dengan outputnya.","2026-10-14T16:01:45.518Z",{"id":2538,"subjectId":801,"levelId":810,"parentId":19,"slug":2539,"name":2540,"description":2541,"order":2499,"createdAt":2542,"updatedAt":2542},"demo-v2-topic-pemrograman-sd-2","percabangan-dalam-algoritma","Percabangan dalam Algoritma","Percabangan dalam algoritma memilih tindakan berdasarkan syarat jika-maka. Pelajari pengertian, contoh sehari-hari, dan simbol flowchart-nya.","2026-10-14T16:01:45.408Z",{"id":2544,"subjectId":289,"levelId":816,"parentId":19,"slug":2545,"name":2546,"description":2547,"order":2499,"createdAt":2548,"updatedAt":2548},"demo-v2-topic-matematika-smp-2","persamaan-garis-lurus","Persamaan Garis Lurus","Persamaan garis lurus y = mx + c, rumus gradien dari dua titik, garis sejajar dan tegak lurus, cara menggambar grafik, serta contoh soal kelas 8.","2026-10-14T16:01:44.363Z",{"id":2550,"subjectId":112,"levelId":827,"parentId":19,"slug":2551,"name":2552,"description":2553,"order":2499,"createdAt":2554,"updatedAt":2554},"demo-v2-topic-fisika-kuliah-2","usaha-oleh-gaya-berubah","Usaha Gaya Berubah","Usaha oleh gaya berubah dengan integral W = ∫F dx, rumus usaha W = F·s sebagai dot product, usaha pegas, dan teorema usaha–energi, plus contoh soal.","2026-10-14T16:01:45.258Z",{"id":2556,"subjectId":289,"levelId":822,"parentId":19,"slug":2557,"name":2558,"description":2559,"order":2560,"createdAt":2561,"updatedAt":2561},"demo-v2-topic-matematika-sma-3","rumus-peluang","Peluang Kejadian","Rumus peluang P(A) = n(A)\u002Fn(S), ruang sampel, peluang komplemen, frekuensi harapan, kejadian saling lepas dan saling bebas, plus contoh soal dadu dan koin.",102,"2026-10-14T16:01:44.588Z",{"id":2563,"subjectId":801,"levelId":822,"parentId":19,"slug":2564,"name":2565,"description":2566,"order":2560,"createdAt":2567,"updatedAt":2567},"demo-v2-topic-pemrograman-sma-3","pencarian-linear-dan-biner","Pencarian Linear dan Biner","Pelajari pencarian linear dan pencarian biner (binary search): cara kerja, syarat data terurut, kode Python, dan perbandingan jumlah langkahnya.","2026-10-14T16:01:45.700Z",{"id":2569,"subjectId":801,"levelId":816,"parentId":19,"slug":2570,"name":2571,"description":2572,"order":2560,"createdAt":2573,"updatedAt":2573},"demo-v2-topic-pemrograman-smp-3","perulangan-python-for-while","Perulangan Python","Pelajari perulangan Python dengan for, range(), dan while, lengkap dengan contoh program menghitung total, break, continue, dan latihan soal.","2026-10-14T16:01:45.560Z",{"id":2575,"subjectId":801,"levelId":810,"parentId":19,"slug":2576,"name":2577,"description":2578,"order":2560,"createdAt":2579,"updatedAt":2579},"demo-v2-topic-pemrograman-sd-3","perulangan-dalam-algoritma","Perulangan dalam Algoritma","Perulangan dalam algoritma mengulang langkah yang sama beberapa kali. Pelajari pengertian, contoh perulangan sehari-hari, dan cara menghitung hasilnya.","2026-10-14T16:01:45.436Z",{"id":2581,"subjectId":289,"levelId":816,"parentId":19,"slug":2582,"name":2583,"description":2584,"order":2560,"createdAt":2585,"updatedAt":2585},"demo-v2-topic-matematika-smp-3","rumus-prisma-dan-limas","Prisma dan Limas","Rumus volume prisma dan limas, luas permukaan, sifat sisi-rusuk-titik sudut, jaring-jaring, limas 3D interaktif, dan contoh soal bangun ruang sisi datar.","2026-10-14T16:01:44.400Z",{"id":2587,"subjectId":801,"levelId":827,"parentId":19,"slug":2588,"name":2589,"description":2590,"order":2560,"createdAt":2591,"updatedAt":2591},"demo-v2-topic-pemrograman-kuliah-3","unit-test-python","Unit Test Python","Pelajari unit test Python dengan modul unittest: assertEqual, assertRaises, nilai batas, dan cara menjalankan tes, lengkap dengan contoh dan versi pytest.","2026-10-14T16:01:45.832Z",{"id":2593,"subjectId":289,"levelId":827,"parentId":19,"slug":2594,"name":2595,"description":2596,"order":2560,"createdAt":2597,"updatedAt":2597},"demo-v2-topic-matematika-kuliah-3","vektor-3-dimensi-dot-product","Vektor 3D dan Dot Product","Vektor 3 dimensi: komponen, panjang vektor, vektor satuan, dot product atau perkalian titik, sudut antara dua vektor, proyeksi, dan contoh soal.","2026-10-14T16:01:44.715Z",{"id":2599,"subjectId":289,"levelId":810,"parentId":19,"slug":2600,"name":2601,"description":2602,"order":2560,"createdAt":2603,"updatedAt":2603},"demo-v2-topic-matematika-sd-3","rumus-volume-kubus","Volume dan Luas Permukaan Kubus","Rumus volume kubus V = s³ dan luas permukaan kubus L = 6s², sifat kubus, jaring-jaring, kubus 3D interaktif, dan contoh soal bertingkat.","2026-10-14T16:01:44.189Z",{"id":2605,"subjectId":289,"levelId":816,"parentId":19,"slug":2606,"name":2607,"description":2608,"order":2609,"createdAt":2610,"updatedAt":2610},"demo-v2-topic-matematika-smp-4","rumus-tabung-dan-kerucut","Tabung dan Kerucut","Rumus volume tabung dan kerucut, luas permukaan, garis pelukis, jaring-jaring berupa persegi panjang dan juring, kerucut 3D interaktif, dan contoh soal.",103,"2026-10-14T16:01:44.438Z",{"id":2612,"subjectId":801,"levelId":822,"parentId":19,"slug":2613,"name":2614,"description":2615,"order":2609,"createdAt":2616,"updatedAt":2616},"demo-v2-topic-pemrograman-sma-4","try-except-python","Try Except dan Membaca File","Pelajari try except Python untuk menangani error seperti ValueError dan FileNotFoundError, serta cara membaca dan menulis file txt dengan with open.","2026-10-14T16:01:45.731Z",{"id":2618,"subjectId":289,"levelId":810,"parentId":19,"slug":2619,"name":2620,"description":2621,"order":2609,"createdAt":2622,"updatedAt":2622},"demo-v2-topic-matematika-sd-4","rumus-volume-balok","Volume dan Luas Permukaan Balok","Rumus volume balok V = p × l × t dan luas permukaan balok L = 2(pl + pt + lt), sifat balok, jaring-jaring, balok 3D interaktif, dan contoh soal.","2026-10-14T16:01:44.239Z",[2624,2627,2632,2637],{"id":2625,"slug":113,"name":114,"createdAt":2626},"cmvogd3r1000607tdh34zf0vv","2026-10-25T23:22:15.997Z",{"id":2628,"slug":2629,"name":2630,"createdAt":2631},"cmvogctp7000507tdmugcad1g","fisika-statistik","Fisika Statistik","2026-10-25T23:22:02.971Z",{"id":2633,"slug":2634,"name":2635,"createdAt":2636},"cmvhrhrvm00027m1risodrm04","onmipa","ONMIPA","2026-10-21T06:59:26.435Z",{"id":2638,"slug":2639,"name":2639,"createdAt":2640},"cmvhrhm2s00017m1rpjm53zrv","tag","2026-10-21T06:59:18.917Z",[2642],{"code":2643,"nativeName":2644,"isDefault":5},"id","Bahasa Indonesia"]