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Wajib.","2026-10-08T09:24:41.433Z",{"id":297,"subjectId":15,"levelId":55,"parentId":98,"slug":1455,"name":1456,"description":1457,"order":1458,"createdAt":1459,"updatedAt":1459},"matriks","Matriks","Matriks — Kelas 11 Lanjut.",13,"2026-10-08T09:24:41.441Z",{"id":1461,"subjectId":24,"levelId":55,"parentId":98,"slug":1462,"name":1463,"description":1464,"order":1458,"createdAt":1465,"updatedAt":1465},"cmuzbyhhz003k71r9s7s8evk1","rangkaian-pegas","Rangkaian Pegas","Rangkaian Pegas — Kelas 11.","2026-10-08T09:24:41.111Z",{"id":159,"subjectId":24,"levelId":55,"parentId":98,"slug":1467,"name":1468,"description":1469,"order":1470,"createdAt":1471,"updatedAt":1471},"fluida","Fluida","Fluida — Kelas 11.",14,"2026-10-08T09:24:41.113Z",{"id":273,"subjectId":15,"levelId":55,"parentId":98,"slug":1473,"name":1474,"description":1475,"order":1470,"createdAt":1476,"updatedAt":1476},"polinomial","Polinomial","Polinomial — Kelas 11 Lanjut.","2026-10-08T09:24:41.454Z",{"id":189,"subjectId":15,"levelId":55,"parentId":98,"slug":1478,"name":1479,"description":1480,"order":1481,"createdAt":1482,"updatedAt":1482},"fungsi-trigonometri","Fungsi Trigonometri","Fungsi Trigonometri — Kelas 11 Lanjut.",15,"2026-10-08T09:24:41.469Z",{"id":183,"subjectId":24,"levelId":55,"parentId":98,"slug":1484,"name":1485,"description":1486,"order":1481,"createdAt":1487,"updatedAt":1487},"gerak-harmonik-sederhana-ghs","Gerak Harmonik Sederhana (GHS)","Gerak Harmonik Sederhana (GHS) — Kelas 11.","2026-10-08T09:24:41.119Z",{"id":213,"subjectId":24,"levelId":55,"parentId":98,"slug":1489,"name":1490,"description":1491,"order":1492,"createdAt":1493,"updatedAt":1493},"gelombang-mekanik","Gelombang Mekanik","Gelombang Mekanik — Kelas 11.",16,"2026-10-08T09:24:41.132Z",{"id":279,"subjectId":15,"levelId":55,"parentId":98,"slug":1248,"name":1249,"description":1495,"order":1492,"createdAt":1496,"updatedAt":1496},"Vektor — Kelas 11 Lanjut.","2026-10-08T09:24:41.485Z",{"id":135,"subjectId":24,"levelId":55,"parentId":98,"slug":1498,"name":1499,"description":1500,"order":1501,"createdAt":1502,"updatedAt":1502},"gelombang-cahaya","Gelombang Cahaya","Gelombang Cahaya — Kelas 11.",17,"2026-10-08T09:24:41.150Z",{"id":219,"subjectId":15,"levelId":55,"parentId":98,"slug":1504,"name":1505,"description":1506,"order":1501,"createdAt":1507,"updatedAt":1507},"transformasi-geometri","Transformasi Geometri","Transformasi Geometri — Kelas 11 Lanjut.","2026-10-08T09:24:41.498Z",{"id":165,"subjectId":15,"levelId":55,"parentId":98,"slug":1509,"name":1510,"description":1511,"order":1512,"createdAt":1513,"updatedAt":1513},"fungsi-dan-pemodelannya","Fungsi dan Pemodelannya","Fungsi dan Pemodelannya — Kelas 11 Lanjut.",18,"2026-10-08T09:24:41.504Z",{"id":201,"subjectId":24,"levelId":55,"parentId":98,"slug":1515,"name":1516,"description":1517,"order":1512,"createdAt":1518,"updatedAt":1518},"optik","Optik","Optik — Kelas 11.","2026-10-08T09:24:41.161Z",{"id":75,"subjectId":15,"levelId":55,"parentId":98,"slug":1520,"name":83,"description":1521,"order":1522,"createdAt":1523,"updatedAt":1523},"barisan-dan-deret-kelas-12-wajib","Barisan dan Deret — Kelas 12 Wajib.",19,"2026-10-08T09:24:41.512Z",{"id":374,"subjectId":24,"levelId":55,"parentId":98,"slug":1525,"name":1526,"description":1527,"order":1522,"createdAt":1528,"updatedAt":1528},"suhu-dan-kalor","Suhu dan Kalor","Suhu dan Kalor — Kelas 11.","2026-10-08T09:24:41.169Z",{"id":105,"subjectId":15,"levelId":55,"parentId":98,"slug":1530,"name":1531,"description":1532,"order":1533,"createdAt":1534,"updatedAt":1534},"bunga","Bunga","Bunga — Kelas 12 Wajib.",20,"2026-10-08T09:24:41.518Z",{"id":171,"subjectId":24,"levelId":55,"parentId":98,"slug":1536,"name":1537,"description":1538,"order":1533,"createdAt":1539,"updatedAt":1539},"teori-kinetik-gas","Teori Kinetik Gas","Teori Kinetik Gas — Kelas 11.","2026-10-08T09:24:41.188Z",{"id":380,"subjectId":15,"levelId":55,"parentId":98,"slug":1541,"name":1542,"description":1543,"order":1544,"createdAt":1545,"updatedAt":1545},"investasi-dan-pinjaman","Investasi dan Pinjaman","Investasi dan Pinjaman — Kelas 12 Wajib.",21,"2026-10-08T09:24:41.525Z",{"id":398,"subjectId":24,"levelId":55,"parentId":98,"slug":1547,"name":1548,"description":1549,"order":1544,"createdAt":1550,"updatedAt":1550},"termodinamika","Termodinamika","Termodinamika — Kelas 11.","2026-10-08T09:24:41.202Z",{"id":326,"subjectId":15,"levelId":55,"parentId":98,"slug":1552,"name":1553,"description":1554,"order":1555,"createdAt":1556,"updatedAt":1556},"kaidah-pencacahan","Kaidah Pencacahan","Kaidah Pencacahan — Kelas 12 Wajib.",22,"2026-10-08T09:24:41.540Z",{"id":267,"subjectId":24,"levelId":55,"parentId":98,"slug":1558,"name":1559,"description":1560,"order":1555,"createdAt":1561,"updatedAt":1561},"listrik-statis","Listrik Statis","Listrik Statis — Kelas 12.","2026-10-08T09:24:41.215Z",{"id":237,"subjectId":24,"levelId":55,"parentId":98,"slug":1563,"name":1564,"description":1565,"order":1566,"createdAt":1567,"updatedAt":1567},"listrik-arus-searah","Listrik Arus Searah","Listrik Arus Searah — Kelas 12.",23,"2026-10-08T09:24:41.227Z",{"id":285,"subjectId":15,"levelId":55,"parentId":98,"slug":1569,"name":1418,"description":1570,"order":1566,"createdAt":1571,"updatedAt":1571},"peluang-kelas-12-wajib","Peluang — Kelas 12 Wajib.","2026-10-08T09:24:41.547Z",{"id":249,"subjectId":15,"levelId":55,"parentId":98,"slug":1573,"name":1574,"description":1575,"order":1576,"createdAt":1577,"updatedAt":1577},"geometri-analitik","Geometri Analitik","Geometri Analitik — Kelas 12 Lanjut.",24,"2026-10-08T09:24:41.553Z",{"id":243,"subjectId":24,"levelId":55,"parentId":98,"slug":1579,"name":1580,"description":1581,"order":1576,"createdAt":1582,"updatedAt":1582},"kemagnetan","Kemagnetan","Kemagnetan — Kelas 12.","2026-10-08T09:24:41.245Z",{"id":117,"subjectId":15,"levelId":55,"parentId":98,"slug":1584,"name":1585,"description":1586,"order":1587,"createdAt":1588,"updatedAt":1588},"limit","Limit","Limit — Kelas 12 Lanjut.",25,"2026-10-08T09:24:41.562Z",{"id":68,"subjectId":24,"levelId":55,"parentId":98,"slug":1590,"name":1591,"description":1592,"order":1587,"createdAt":1593,"updatedAt":1593},"listrik-ac-arus-bolak-balik","Listrik AC \u002F Arus Bolak Balik","Listrik AC \u002F Arus Bolak Balik — Kelas 12.","2026-10-08T09:24:41.263Z",{"id":308,"subjectId":24,"levelId":55,"parentId":98,"slug":1595,"name":1596,"description":1597,"order":1598,"createdAt":1599,"updatedAt":1599},"gelombang-elektromagnetik","Gelombang Elektromagnetik","Gelombang Elektromagnetik — Kelas 12.",26,"2026-10-08T09:24:41.273Z",{"id":123,"subjectId":15,"levelId":55,"parentId":98,"slug":1601,"name":1602,"description":1603,"order":1598,"createdAt":1604,"updatedAt":1604},"turunan-fungsi","Turunan Fungsi","Turunan Fungsi — Kelas 12 Lanjut.","2026-10-08T09:24:41.575Z",{"id":332,"subjectId":15,"levelId":55,"parentId":98,"slug":1606,"name":1607,"description":1608,"order":1609,"createdAt":1610,"updatedAt":1610},"aplikasi-turunan","Aplikasi Turunan","Aplikasi Turunan — Kelas 12 Lanjut.",27,"2026-10-08T09:24:41.587Z",{"id":362,"subjectId":24,"levelId":55,"parentId":98,"slug":1612,"name":1613,"description":1614,"order":1609,"createdAt":1615,"updatedAt":1615},"pengantar-instrumental-digital","Pengantar Instrumental Digital","Pengantar Instrumental Digital — Kelas 12.","2026-10-08T09:24:41.283Z",{"id":207,"subjectId":15,"levelId":55,"parentId":98,"slug":1617,"name":1618,"description":1619,"order":1620,"createdAt":1621,"updatedAt":1621},"integral","Integral","Integral — Kelas 12 Lanjut.",28,"2026-10-08T09:24:41.599Z",{"id":350,"subjectId":24,"levelId":55,"parentId":98,"slug":1623,"name":1624,"description":1625,"order":1620,"createdAt":1626,"updatedAt":1626},"relativitas-khusus","Relativitas Khusus","Relativitas Khusus — Kelas 12.","2026-10-08T09:24:41.291Z",{"id":356,"subjectId":24,"levelId":55,"parentId":98,"slug":1628,"name":1629,"description":1630,"order":1631,"createdAt":1632,"updatedAt":1632},"gejala-kuantum","Gejala Kuantum","Gejala Kuantum — Kelas 12.",29,"2026-10-08T09:24:41.303Z",{"id":255,"subjectId":15,"levelId":55,"parentId":98,"slug":1634,"name":1635,"description":1636,"order":1631,"createdAt":1637,"updatedAt":1637},"penerapan-integral","Penerapan Integral","Penerapan Integral — Kelas 12 Lanjut.","2026-10-08T09:24:41.607Z",{"id":147,"subjectId":15,"levelId":55,"parentId":98,"slug":1639,"name":1640,"description":1641,"order":1642,"createdAt":1643,"updatedAt":1643},"analisis-data-peluang","Analisis Data & Peluang","Analisis Data & Peluang — Kelas 12 Lanjut.",30,"2026-10-08T09:24:41.611Z",{"id":291,"subjectId":24,"levelId":55,"parentId":98,"slug":1645,"name":1646,"description":1647,"order":1642,"createdAt":1648,"updatedAt":1648},"fisika-inti-dan-radioaktivitas","Fisika Inti dan Radioaktivitas","Fisika Inti dan Radioaktivitas — Kelas 12.","2026-10-08T09:24:41.318Z",{"id":1650,"subjectId":15,"levelId":55,"parentId":98,"slug":1651,"name":1652,"description":1653,"order":1654,"createdAt":1655,"updatedAt":1655},"cmuzbyhw700gw71r9o87lq7vd","logaritma","Logaritma","Logaritma — Kelas 12 Lanjut.",31,"2026-10-08T09:24:41.623Z",{"id":1657,"subjectId":15,"levelId":55,"parentId":98,"slug":1658,"name":1659,"description":1660,"order":1661,"createdAt":1662,"updatedAt":1662},"cmuzbyhw900gy71r9d9sjh9ie","program-linier","Program Linier","Program Linier — Kelas 12 Lanjut.",32,"2026-10-08T09:24:41.625Z",{"id":1664,"subjectId":15,"levelId":55,"parentId":98,"slug":1665,"name":1666,"description":1667,"order":1668,"createdAt":1669,"updatedAt":1669},"cmuzbyhwb00h071r97764r7hr","bangun-ruang","Bangun Ruang","Bangun Ruang — Kelas 12 Lanjut.",33,"2026-10-08T09:24:41.627Z",{"id":1671,"subjectId":15,"levelId":60,"parentId":98,"slug":1672,"name":125,"description":1673,"order":1674,"createdAt":1675,"updatedAt":1675},"demo-v2-topic-matematika-kuliah-1","definisi-turunan-limit","Definisi turunan dengan limit f′(x) = lim [f(x+h) − f(x)]\u002Fh, langkah menghitungnya, gradien garis singgung, syarat diferensiabel, dan contoh soal.",100,"2026-10-14T16:01:44.645Z",{"id":1677,"subjectId":15,"levelId":55,"parentId":98,"slug":1678,"name":1679,"description":1680,"order":1674,"createdAt":1681,"updatedAt":1681},"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":1683,"subjectId":33,"levelId":55,"parentId":98,"slug":1684,"name":1685,"description":1686,"order":1674,"createdAt":1687,"updatedAt":1687},"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":1689,"subjectId":24,"levelId":49,"parentId":98,"slug":1690,"name":1691,"description":1692,"order":1674,"createdAt":1693,"updatedAt":1693},"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":1695,"subjectId":24,"levelId":60,"parentId":98,"slug":1696,"name":1697,"description":1698,"order":1674,"createdAt":1699,"updatedAt":1699},"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":1701,"subjectId":24,"levelId":55,"parentId":98,"slug":1702,"name":1703,"description":1704,"order":1674,"createdAt":1705,"updatedAt":1705},"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":1707,"subjectId":33,"levelId":60,"parentId":98,"slug":1708,"name":1709,"description":1710,"order":1674,"createdAt":1711,"updatedAt":1711},"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":1713,"subjectId":33,"levelId":43,"parentId":98,"slug":1714,"name":1715,"description":1716,"order":1674,"createdAt":1717,"updatedAt":1717},"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":1719,"subjectId":24,"levelId":43,"parentId":98,"slug":1720,"name":1721,"description":1722,"order":1674,"createdAt":1723,"updatedAt":1723},"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":1725,"subjectId":15,"levelId":43,"parentId":98,"slug":1726,"name":1727,"description":1728,"order":1674,"createdAt":1729,"updatedAt":1729},"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":1731,"subjectId":15,"levelId":49,"parentId":98,"slug":1732,"name":1733,"description":1734,"order":1674,"createdAt":1735,"updatedAt":1735},"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":1737,"subjectId":33,"levelId":49,"parentId":98,"slug":1738,"name":1739,"description":1740,"order":1674,"createdAt":1741,"updatedAt":1741},"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":1743,"subjectId":33,"levelId":60,"parentId":98,"slug":1744,"name":1745,"description":1746,"order":1747,"createdAt":1748,"updatedAt":1748},"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":1750,"subjectId":15,"levelId":55,"parentId":98,"slug":1751,"name":1752,"description":1753,"order":1747,"createdAt":1754,"updatedAt":1754},"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":1756,"subjectId":24,"levelId":43,"parentId":98,"slug":1757,"name":1758,"description":1759,"order":1747,"createdAt":1760,"updatedAt":1760},"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":1762,"subjectId":15,"levelId":43,"parentId":98,"slug":1763,"name":1764,"description":1765,"order":1747,"createdAt":1766,"updatedAt":1766},"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":1768,"subjectId":33,"levelId":55,"parentId":98,"slug":1769,"name":1770,"description":1771,"order":1747,"createdAt":1772,"updatedAt":1772},"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":1774,"subjectId":24,"levelId":49,"parentId":98,"slug":1775,"name":1776,"description":1777,"order":1747,"createdAt":1778,"updatedAt":1778},"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":1780,"subjectId":33,"levelId":49,"parentId":98,"slug":1781,"name":1782,"description":1783,"order":1747,"createdAt":1784,"updatedAt":1784},"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":1786,"subjectId":33,"levelId":43,"parentId":98,"slug":1787,"name":1788,"description":1789,"order":1747,"createdAt":1790,"updatedAt":1790},"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":1792,"subjectId":15,"levelId":49,"parentId":98,"slug":1793,"name":1794,"description":1795,"order":1747,"createdAt":1796,"updatedAt":1796},"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":1798,"subjectId":24,"levelId":60,"parentId":98,"slug":1799,"name":1800,"description":1801,"order":1747,"createdAt":1802,"updatedAt":1802},"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":1804,"subjectId":15,"levelId":55,"parentId":98,"slug":1805,"name":1806,"description":1807,"order":1808,"createdAt":1809,"updatedAt":1809},"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":1811,"subjectId":33,"levelId":55,"parentId":98,"slug":1812,"name":1813,"description":1814,"order":1808,"createdAt":1815,"updatedAt":1815},"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":1817,"subjectId":33,"levelId":49,"parentId":98,"slug":1818,"name":1819,"description":1820,"order":1808,"createdAt":1821,"updatedAt":1821},"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":1823,"subjectId":33,"levelId":43,"parentId":98,"slug":1824,"name":1825,"description":1826,"order":1808,"createdAt":1827,"updatedAt":1827},"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":1829,"subjectId":15,"levelId":49,"parentId":98,"slug":1830,"name":1831,"description":1832,"order":1808,"createdAt":1833,"updatedAt":1833},"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":1835,"subjectId":33,"levelId":60,"parentId":98,"slug":1836,"name":1837,"description":1838,"order":1808,"createdAt":1839,"updatedAt":1839},"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":1841,"subjectId":15,"levelId":60,"parentId":98,"slug":1842,"name":1843,"description":1844,"order":1808,"createdAt":1845,"updatedAt":1845},"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":1847,"subjectId":15,"levelId":43,"parentId":98,"slug":1848,"name":1849,"description":1850,"order":1808,"createdAt":1851,"updatedAt":1851},"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":1853,"subjectId":15,"levelId":49,"parentId":98,"slug":1854,"name":1855,"description":1856,"order":1857,"createdAt":1858,"updatedAt":1858},"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":1860,"subjectId":33,"levelId":55,"parentId":98,"slug":1861,"name":1862,"description":1863,"order":1857,"createdAt":1864,"updatedAt":1864},"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":1866,"subjectId":15,"levelId":43,"parentId":98,"slug":1867,"name":1868,"description":1869,"order":1857,"createdAt":1870,"updatedAt":1870},"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",[1872,1875,1880,1885],{"id":1873,"slug":25,"name":26,"createdAt":1874},"cmvogd3r1000607tdh34zf0vv","2026-10-25T23:22:15.997Z",{"id":1876,"slug":1877,"name":1878,"createdAt":1879},"cmvogctp7000507tdmugcad1g","fisika-statistik","Fisika Statistik","2026-10-25T23:22:02.971Z",{"id":1881,"slug":1882,"name":1883,"createdAt":1884},"cmvhrhrvm00027m1risodrm04","onmipa","ONMIPA","2026-10-21T06:59:26.435Z",{"id":1886,"slug":1887,"name":1887,"createdAt":1888},"cmvhrhm2s00017m1rpjm53zrv","tag","2026-10-21T06:59:18.917Z",[1890],{"code":1891,"nativeName":1892,"isDefault":5},"id","Bahasa Indonesia",{"id":1894,"type":1895,"slug":1896,"title":1897,"excerpt":1898,"coverUrl":98,"status":1899,"publishedAt":1900,"featured":4,"subjectId":24,"blocks":1901,"seoTitle":98,"seoDescription":98,"readingMinutes":1425,"order":21,"hiddenFromOthers":4,"createdAt":1985,"updatedAt":1985,"subject":1986,"levels":1987,"topics":1990,"tags":1991,"lang":1891,"alternates":1992,"author":98,"resolved":1994,"related":2008,"sequence":98},"demo-v2-a-simulasi-fisika-online","ARTICLE","simulasi-fisika-online","Simulasi Fisika Online Gratis: Panduan Eksperimen Virtual","Simulasi fisika online untuk gerak parabola, bandul, pegas, dan vektor: cara merancang eksperimen virtual, angka yang perlu dicoba, dan batas modelnya.","PUBLISHED","2026-10-14T16:01:45.344Z",[1902,1907,1914,1918,1922,1928,1935,1939,1943,1947,1951,1955,1959,1963,1969,1973,1977,1981],{"id":1903,"data":1904,"type":1906},"s1-1",{"markdown":1905},"**Simulasi fisika online** adalah model fisika yang berjalan langsung di browser: kamu mengubah besaran seperti kecepatan awal, panjang tali, atau massa beban, lalu melihat akibatnya pada gerak benda saat itu juga. Simulasi paling berguna sebagai laboratorium virtual untuk menguji prediksi dan membandingkan hasil dengan rumus. MyFismat menyediakan simulasi gratis tanpa instalasi untuk gerak parabola, bandul, pegas, penjumlahan vektor, dan plotter fungsi di [halaman simulasi](\u002Ftools\u002Fsimulasi).","text",{"id":1908,"data":1909,"type":1913},"s1-2",{"title":1910,"variant":1911,"markdown":1912},"Empat langkah belajar dengan simulasi","tip","1. Tulis prediksimu sebelum menggeser kontrol apa pun.\n2. Ubah **satu** variabel saja setiap kali.\n3. Catat hasilnya dalam tabel.\n4. Bandingkan dengan rumus, lalu jelaskan jika ada selisih.","callout",{"id":1915,"data":1916,"type":1906},"s2-1",{"markdown":1917},"## Apa Itu Simulasi Fisika dan Apa Batasannya?\n\nSimulasi fisika adalah program yang menghitung gerak benda dari persamaan fisika, lalu menampilkannya sebagai animasi, angka, atau grafik. Simulasi gerak parabola, misalnya, menghitung posisi bola dari $x = v_0\\cos\\theta\\,t$ dan $y = v_0\\sin\\theta\\,t - \\tfrac12 g t^2$. Simulasi bandul di MyFismat menyelesaikan persamaan geraknya secara numerik, sehingga tetap akurat pada simpangan besar.\n\nSimulasi berguna karena dapat **menampilkan yang tidak terlihat** (panah komponen kecepatan, grafik percepatan), **mengulang percobaan dengan cepat dan aman**, serta **mengubah hal yang mustahil diubah di laboratorium**, misalnya gravitasi Bulan.\n\nNamun, simulasi tetap **model dengan asumsi**. Gerak parabola dihitung tanpa hambatan udara, bandul dianggap bertali ringan dengan beban berupa titik, dan pegas dianggap ideal. Karena dibangun dari rumus, hasil simulasi wajar cocok dengan rumus; kecocokan itu bukan bukti bahwa kenyataan persis seperti itu. Percobaan nyata tetap diperlukan untuk menguji asumsinya.",{"id":1919,"data":1920,"type":1906},"s3-1",{"markdown":1921},"## Cara Merancang Percobaan dengan Simulasi\n\nSusun percobaan virtual seperti percobaan di laboratorium dengan tiga jenis variabel.\n\n- **Variabel bebas**: besaran yang sengaja diubah, misalnya sudut elevasi.\n- **Variabel terikat**: besaran yang diukur sebagai akibatnya, misalnya jangkauan.\n- **Variabel kontrol**: besaran yang dijaga tetap, misalnya kelajuan awal dan nilai g.\n\nSiapkan tabel berisi variabel bebas, hasil simulasi, dan hasil hitungan rumus. Isi untuk beberapa nilai, lalu cari polanya: naik terus, turun, atau punya puncak? Jika angka simulasi dan rumus berbeda jauh, periksa satuan, nilai g, atau syarat berlakunya rumus.",{"id":1923,"data":1924,"type":1913},"visual-guide",{"title":1925,"variant":1926,"markdown":1927},"Eksplorasi visual","info","Pertahankan **Kelajuan awal** 20 m\u002Fs, lalu ubah **Sudut elevasi** berturut-turut menjadi 15°, 30°, 45°, 60°, dan 75° sambil mencatat jangkauan dan tinggi maksimumnya. Jangkauan terbesar muncul pada 45° (sekitar 40,82 m), sedangkan pasangan 30° dan 60° serta 15° dan 75° memberi jangkauan yang sama. Model ini memakai g = 9,8 m\u002Fs², tanpa hambatan udara, dengan titik awal dan akhir sama tinggi.",{"id":1929,"data":1930,"type":1934},"visual",{"height":1931,"assetId":1932,"caption":1933},520,"demo-v2-asset-projectile","Simulasi gerak parabola","interactive",{"id":1936,"data":1937,"type":1906},"s4-1",{"markdown":1938},"## Eksperimen Virtual: Sudut Terbaik pada Gerak Parabola\n\nPertanyaan percobaan: pada kelajuan awal yang sama, sudut berapa yang menghasilkan lemparan terjauh di tanah datar? Variabel kontrolnya kelajuan awal 20 m\u002Fs dan $g = 9{,}8$ m\u002Fs².\n\nTurunkan rumusnya lebih dulu. Bola kembali ke tanah ($y = 0$) pada waktu $T = 2v_0\\sin\\theta\u002Fg$. Selama itu, bola bergerak mendatar dengan kecepatan tetap $v_0\\cos\\theta$, sehingga\n\n$$R = v_0\\cos\\theta \\cdot \\frac{2v_0\\sin\\theta}{g} = \\frac{v_0^2\\,(2\\sin\\theta\\cos\\theta)}{g} = \\frac{v_0^2\\sin 2\\theta}{g}$$\n\nNilai $\\sin 2\\theta$ paling besar adalah 1, yaitu saat $2\\theta = 90^\\circ$. Jadi, jangkauan maksimum dicapai pada $\\theta = 45^\\circ$, dengan $R_{\\text{maks}} = v_0^2\u002Fg$.\n\nIsi tabel berikut dengan simulasi di atas dan cocokkan dengan hitungan rumus:\n\n| Sudut θ | Jangkauan | Tinggi maksimum | Waktu terbang |\n|---|---|---|---|\n| 15° | ≈ 20,41 m | ≈ 1,37 m | ≈ 1,056 s |\n| 30° | ≈ 35,35 m | ≈ 5,10 m | ≈ 2,041 s |\n| 45° | ≈ 40,82 m | ≈ 10,20 m | ≈ 2,886 s |\n| 60° | ≈ 35,35 m | ≈ 15,31 m | ≈ 3,535 s |\n| 75° | ≈ 20,41 m | ≈ 19,04 m | ≈ 3,943 s |\n\nJangkauan naik sampai 45°, lalu turun lagi. Sudut yang jumlahnya 90° memberi jangkauan sama karena nilai $\\sin 2\\theta$ keduanya sama, sedangkan tinggi maksimum dan waktu terbang terus bertambah. Cek satu baris: pada 45°, $R = 400\u002F9{,}8 \\approx 40{,}82$ m.\n\nLanjutkan di [simulasi gerak parabola versi lengkap](\u002Ftools\u002Fsimulasi\u002Fgerak-parabola), yang punya kontrol ketinggian awal dan nilai g:\n\n- **Gravitasi Bulan.** Atur g = 1,6 m\u002Fs², sudut 45°, dan kecepatan awal 20 m\u002Fs. Jangkauannya $400\u002F1{,}6 = 250$ m, sekitar 6,1 kali jangkauan di Bumi, karena jangkauan berbanding terbalik dengan $g$.\n- **Dilempar dari tempat tinggi.** Kembalikan g ke 9,8 m\u002Fs² dan atur ketinggian awal 10 m. Sekarang sudut 40° memberi jangkauan sekitar 49,81 m, sedikit lebih jauh daripada 45° (sekitar 49,13 m). Rumus $v_0^2\\sin 2\\theta\u002Fg$ tidak berlaku karena titik awal dan akhir tidak sama tinggi.\n\nPembahasan lengkapnya ada di materi [gerak parabola](\u002Fmateri\u002Fgerak-parabola).",{"id":1940,"data":1941,"type":1906},"s5-1",{"markdown":1942},"## Eksperimen Virtual: Periode Bandul dan Panjang Tali\n\nBuka [simulasi bandul](\u002Ftools\u002Fsimulasi\u002Fbandul). Kontrolnya panjang tali, simpangan awal, g, dan redaman, tanpa kontrol massa. Itu bukan kebetulan: pada persamaan gerak $m L\\,\\ddot\\theta = -m g\\sin\\theta$, massa muncul di kedua ruas dan saling coret. Untuk simpangan kecil, $\\sin\\theta \\approx \\theta$ (dalam radian), sehingga\n\n$$T = 2\\pi\\sqrt{\\frac{L}{g}}$$\n\n**Percobaan 1: panjang tali.** Atur simpangan awal 10°, g = 9,8 m\u002Fs², dan redaman 0, lalu ubah panjang tali:\n\n| Panjang tali L | Periode $2\\pi\\sqrt{L\u002Fg}$ |\n|---|---|\n| 0,5 m | ≈ 1,419 s |\n| 1,0 m | ≈ 2,007 s |\n| 2,0 m | ≈ 2,838 s |\n| 4,0 m | ≈ 4,014 s |\n\nTali empat kali lebih panjang (1 m menjadi 4 m) membuat periode dua kali lebih lama, karena $T$ sebanding dengan $\\sqrt{L}$. Ukurlah seperti di laboratorium: catat waktu 10 ayunan penuh, lalu bagi 10. Untuk L = 1 m, hasilnya sekitar 20,1 s untuk 10 ayunan.\n\n**Percobaan 2: simpangan besar.** Pastikan pilihan **Bandingkan dengan pendekatan sudut kecil** aktif, atur L = 1 m, lalu bandingkan simpangan awal 10° dan 60°. Pada 10°, bola dan bayangan putus-putusnya hampir berimpit. Pada 60°, bola sebenarnya makin tertinggal dari bayangannya karena periode sebenarnya sekitar 2,154 s, kira-kira 7% lebih lama daripada 2,007 s; pada 90°, selisihnya sekitar 18%. Bagi mahasiswa, koreksi $T \\approx 2\\pi\\sqrt{L\u002Fg}\\,\\bigl(1 + \\theta_0^2\u002F16\\bigr)$ memberi faktor sekitar 1,069 untuk $\\theta_0 = 60^\\circ$, mendekati faktor sebenarnya 1,073.",{"id":1944,"data":1945,"type":1906},"s6-1",{"markdown":1946},"## Eksperimen Virtual: Pegas dan Massa Beban\n\n[Simulasi pegas](\u002Ftools\u002Fsimulasi\u002Fpegas) menampilkan beban pada pegas mendatar beserta grafik simpangan $x$, kecepatan $v$, dan percepatan $a$ terhadap waktu. Periode pegas ideal adalah\n\n$$T = 2\\pi\\sqrt{\\frac{m}{k}}$$\n\nBerbeda dengan bandul, periode pegas **bergantung pada massa beban**. Atur redaman 0 dan konstanta pegas 20 N\u002Fm, lalu ubah massa beban:\n\n| Massa beban m | Periode $2\\pi\\sqrt{m\u002Fk}$ |\n|---|---|\n| 0,2 kg | ≈ 0,628 s |\n| 0,8 kg | ≈ 1,257 s |\n| 1,8 kg | ≈ 1,885 s |\n| 3,2 kg | ≈ 2,513 s |\n\nMassa empat kali (0,2 menjadi 0,8 kg) membuat periode dua kali; massa sembilan kali (0,2 menjadi 1,8 kg) membuat periode tiga kali. Ubah juga simpangan awal dari 0,1 m menjadi 0,4 m: periodenya tetap, hanya amplitudonya yang membesar.\n\nPada grafik, saat $x$ paling besar, $v = 0$ dan $a$ paling besar dengan arah berlawanan simpangan, sesuai $a = -(k\u002Fm)\\,x$. Saat beban melewati titik setimbang, $x = 0$ dan $a = 0$, sedangkan kecepatannya paling besar. Teorinya ada di materi [gerak harmonik sederhana](\u002Fmateri\u002Fgerak-harmonik-sederhana).",{"id":1948,"data":1949,"type":1906},"s7-1",{"markdown":1950},"## Eksperimen Virtual: Penjumlahan Vektor\n\nBuka [simulasi penjumlahan vektor](\u002Ftools\u002Fsimulasi\u002Fpenjumlahan-vektor). Arah vektor diukur dari sumbu x positif. Atur vektor A sebesar 4 pada arah 0° dan vektor B sebesar 3, lalu ubah arah B:\n\n| Arah B | Besar resultan | Arah resultan |\n|---|---|---|\n| 0° (searah) | 7 | 0° |\n| 60° | ≈ 6,08 | ≈ 25,3° |\n| 90° (tegak lurus) | 5 | ≈ 36,9° |\n| 180° (berlawanan) | 1 | 0° |\n\nHasil pada 90° adalah segitiga 3-4-5 dari [teorema Pythagoras](\u002Fmateri\u002Fteorema-pythagoras): $R = \\sqrt{4^2 + 3^2} = 5$. Untuk sudut apit lain, gunakan $R = \\sqrt{A^2 + B^2 + 2AB\\cos\\alpha}$; pada $\\alpha = 60^\\circ$, $R = \\sqrt{16 + 9 + 12} = \\sqrt{37} \\approx 6{,}08$. Apa pun arahnya, besar resultan selalu di antara $4 - 3 = 1$ dan $4 + 3 = 7$.",{"id":1952,"data":1953,"type":1906},"s8-1",{"markdown":1954},"## Plotter Fungsi: Melihat Rumus Fisika sebagai Grafik\n\n[Plotter fungsi](\u002Ftools\u002Fsimulasi\u002Fplotter-fungsi) menggambar grafik $y = f(x)$ dari rumus yang kamu ketik. Gunakan tanda \\* untuk perkalian dan titik sebagai tanda desimal.\n\n- Ketik 2\\*pi\\*sqrt(x\u002F9.8). Baca $x$ sebagai panjang tali (m) dan $y$ sebagai periode bandul (s). Pada $x = 1$, $y \\approx 2{,}007$; pada $x = 4$, $y \\approx 4{,}014$. Kurvanya melengkung karena periode sebanding dengan akar panjang tali.\n- Ketik 400\\*sin(2\\*x\\*pi\u002F180)\u002F9.8. Baca $x$ sebagai sudut elevasi (derajat) dan $y$ sebagai jangkauan (m) untuk $v_0 = 20$ m\u002Fs; faktor pi\u002F180 mengubah derajat menjadi radian. Perkecil dan geser tampilan sampai sumbu x mencakup 0 sampai 90 dan puncaknya terlihat di $x = 45$ dengan $y \\approx 40{,}82$, sama dengan tabel di atas.",{"id":1956,"data":1957,"type":1906},"s9-1",{"markdown":1958},"## PhET dan Pilihan Simulasi Fisika Lainnya\n\nUntuk simulasi fisika selain yang ada di sini, [PhET Interactive Simulations](https:\u002F\u002Fphet.colorado.edu\u002Fin\u002F) dari University of Colorado Boulder sudah lama dikenal dan dipakai luas di sekolah. PhET gratis, berjalan di browser, dan banyak simulasinya tersedia dalam bahasa Indonesia.\n\nPhET dirancang untuk eksplorasi bebas dengan tampilan bergambar, sedangkan simulasi MyFismat menampilkan angka hasil beserta rumusnya dan terhubung dengan materi serta latihan soal. Keduanya saling melengkapi. Simulasi yang tertanam di halaman materi ada di [halaman interaktif](\u002Finteraktif).",{"id":1960,"data":1961,"type":1906},"s10-1",{"markdown":1962},"## Kesalahan yang Sering Terjadi",{"id":1964,"data":1965,"type":1913},"s10-2",{"title":1966,"variant":1967,"markdown":1968},"Hati-hati saat memakai simulasi","warning","- **Menganggap hasil simulasi sama dengan kenyataan.** Bola sungguhan mengalami hambatan udara, sehingga jangkauannya lebih pendek dan sudut terbaiknya umumnya di bawah 45°.\n- **Memakai rumus sudut kecil untuk simpangan besar.** Pada simpangan 60°, periode bandul sekitar 7% lebih lama daripada $2\\pi\\sqrt{L\u002Fg}$.\n- **Lupa nilai g.** Simulasi ini memakai $g = 9{,}8$ m\u002Fs², sedangkan banyak soal memakai 10 m\u002Fs².\n- **Menulis desimal dengan koma di plotter.** Ketik 9.8, bukan 9,8.",{"id":1970,"data":1971,"type":1906},"s11-1",{"markdown":1972},"## Ringkasan\n\n- Simulasi fisika online adalah model berbasis rumus: cepat, aman, dan bisa diulang, tetapi tetap memakai asumsi.\n- Rancang percobaan virtual dengan variabel bebas, terikat, dan kontrol, lalu catat hasilnya dalam tabel.\n- Gerak parabola di tanah datar tanpa hambatan udara: $R = v_0^2\\sin 2\\theta\u002Fg$, maksimum pada 45°.\n- Bandul: $T = 2\\pi\\sqrt{L\u002Fg}$ untuk simpangan kecil, tidak bergantung pada massa.\n- Pegas ideal: $T = 2\\pi\\sqrt{m\u002Fk}$, bergantung pada massa tetapi tidak pada amplitudo.",{"id":1974,"data":1975,"type":1906},"s12-1",{"markdown":1976},"## Pertanyaan yang Sering Diajukan\n\n### Apa simulasi fisika online selain PhET?\n\nMyFismat menyediakan simulasi gerak parabola, bandul, pegas, penjumlahan vektor, dan plotter fungsi yang berjalan di browser tanpa instalasi, lengkap dengan angka hasil dan rumusnya. PhET tetap pilihan yang baik untuk eksplorasi bebas dengan topik yang lebih beragam.\n\n### Apakah perlu memasang aplikasi simulasi fisika?\n\nTidak. Simulasi di MyFismat dan PhET berjalan di browser modern, termasuk di ponsel.\n\n### Apakah simulasi bisa menggantikan praktikum di laboratorium?\n\nTidak sepenuhnya. Simulasi sangat baik untuk memahami konsep dan menguji rumus, tetapi praktikum nyata melatih keterampilan mengukur dan menangani ketidakpastian.\n\n### Mengapa hasil simulasi berbeda dengan percobaan nyata?\n\nSimulasi memakai asumsi, seperti tanpa hambatan udara atau pegas ideal, sedangkan pengukuran nyata selalu memiliki ketidakpastian. Selisih kecil itu wajar.\n\n### Sudut berapa yang menghasilkan lemparan terjauh?\n\nPada tanah datar tanpa hambatan udara, sudut 45° memberi jangkauan terjauh karena $\\sin 2\\theta$ maksimum saat $\\theta = 45^\\circ$. Jika benda dilempar dari tempat yang lebih tinggi atau ada hambatan udara, sudut terbaiknya lebih kecil dari 45°.",{"id":1978,"data":1979,"type":1906},"s13-1",{"markdown":1980},"## Materi Terkait\n\n- [Latihan Soal Gerak Parabola](\u002Flatihan\u002Flatihan-soal-gerak-parabola): soal berpembahasan.\n- [Latihan Soal Gerak Harmonik Sederhana](\u002Flatihan\u002Flatihan-soal-gerak-harmonik-sederhana): soal periode pegas dan bandul.\n- [Vektor 3 Dimensi dan Dot Product](\u002Fmateri\u002Fvektor-3-dimensi-dot-product): lanjutan penjumlahan vektor untuk kuliah.\n- [Playground Python](\u002Ftools\u002Fplayground): hitung ulang hasil simulasi dengan kode.\n- [Belajar Fisika Online dari Nol](\u002Fartikel\u002Fbelajar-fisika-online): urutan belajar fisika per jenjang.",{"id":1982,"data":1983,"type":1906},"sources",{"markdown":1984},"## Sumber belajar\n\n- [OpenStax College Physics 2e — Projectile Motion](https:\u002F\u002Fopenstax.org\u002Fbooks\u002Fcollege-physics-2e\u002Fpages\u002F3-4-projectile-motion)\n- [OpenStax College Physics 2e — The Simple Pendulum](https:\u002F\u002Fopenstax.org\u002Fbooks\u002Fcollege-physics-2e\u002Fpages\u002F16-4-the-simple-pendulum)\n- [OpenStax College Physics 2e — Simple Harmonic Motion: A Special Periodic Motion](https:\u002F\u002Fopenstax.org\u002Fbooks\u002Fcollege-physics-2e\u002Fpages\u002F16-3-simple-harmonic-motion-a-special-periodic-motion)\n- [PhET Interactive Simulations — University of Colorado Boulder](https:\u002F\u002Fphet.colorado.edu\u002Fin\u002F)\n\nPenjelasan dan contoh disusun ulang untuk materi ini; sumber dapat dibuka untuk belajar lebih lanjut.","2026-10-14T16:01:45.346Z",{"id":24,"slug":25,"name":26,"color":29,"icon":28},[1988,1989],{"id":55,"slug":56,"name":57},{"id":60,"slug":61,"name":62},[],[],[1993],{"lang":1891,"slug":1896},{"assets":1995,"videos":2006,"questionSets":2007},{"demo-v2-asset-projectile":1996},{"id":1932,"slug":1997,"kind":1998,"title":1933,"description":1999,"url":98,"posterUrl":98,"config":2000,"subject":2005},"simulasi-gerak-parabola","GRAPH_2D","Ubah kelajuan dan sudut elevasi. Geser waktu untuk membaca posisi, jangkauan, dan tinggi maksimum.",{"a":30,"b":21,"c":21,"xMax":1256,"xMin":2001,"yMax":1256,"yMin":2001,"angle":2002,"model":2003,"omega":39,"slope":30,"speed":1533,"gravity":2004,"amplitude":30,"intercept":21},-5,45,"projectile",9.8,{"id":24,"slug":25,"name":26,"color":29},{},{},[2009,2028,2042,2061],{"id":2010,"type":1895,"slug":2011,"title":2012,"excerpt":2013,"coverUrl":98,"status":1899,"publishedAt":2014,"featured":4,"readingMinutes":1377,"order":21,"updatedAt":2015,"subject":2016,"levels":2017,"topics":2020,"tags":2022,"author":2023},"cmvyuahw1002n07sca5djjuyl","cara-menghitung-jarak-petir-kilat-guntur","Cara Menghitung Jarak Petir dari Kilat dan Guntur","Cara menghitung jarak petir: hitung detik dari kilat ke guntur lalu bagi 3. Pahami fisika cepat rambat bunyi, rumusnya, dan contoh soalnya.","2026-11-02T05:58:25.420Z","2026-11-02T05:58:25.429Z",{"id":24,"slug":25,"name":26,"color":29,"icon":28},[2018,2019],{"id":49,"slug":50,"name":51},{"id":55,"slug":56,"name":57},[2021],{"id":212,"slug":214,"name":215,"subjectId":24},[],{"name":2024,"slug":2025,"photoUrl":2026,"profession":2027},"Risyad Raflan","risyad-raflan","https:\u002F\u002Fmyfismat.com\u002Fuploads\u002F3f3eca84-9800-4c5f-97ed-1dec08f03152.jpg","Mahasiswa Jurusan Sistem Informasi",{"id":2029,"type":1895,"slug":2030,"title":2031,"excerpt":2032,"coverUrl":98,"status":1899,"publishedAt":2033,"featured":4,"readingMinutes":1377,"order":21,"updatedAt":2034,"subject":2035,"levels":2036,"topics":2039,"tags":2040,"author":2041},"cmvwj1vlt000c07sc2poxtf3v","nobel-fisika-2026-icecube-neutrino","Nobel Fisika 2026: Neutrino dan Teleskop Es IceCube","Nobel Fisika 2026 untuk Francis Halzen: bagaimana IceCube mengubah satu kilometer kubik es Kutub Selatan menjadi teleskop neutrino.","2026-10-31T15:36:42.326Z","2026-10-31T15:36:42.331Z",{"id":24,"slug":25,"name":26,"color":29,"icon":28},[2037,2038],{"id":55,"slug":56,"name":57},{"id":60,"slug":61,"name":62},[],[],{"name":2024,"slug":2025,"photoUrl":2026,"profession":2027},{"id":2043,"type":1895,"slug":2044,"title":2045,"excerpt":2046,"coverUrl":98,"status":1899,"publishedAt":2047,"featured":4,"readingMinutes":1522,"order":21,"updatedAt":2048,"subject":2049,"levels":2050,"topics":2054,"tags":2059,"author":2060},"cmvofwe5t000307td805ner2w","cara-ilmuwan-memprediksi-gerhana-matahari","Cara Ilmuwan Memprediksi Gerhana Matahari Bertahun-tahun Sebelumnya","Pelajari cara ilmuwan memprediksi gerhana Matahari bertahun-tahun sebelumnya lewat orbit Bulan, trigonometri, siklus Saros, dan simulasi Python sederhana.","2026-10-25T23:09:26.903Z","2026-10-25T23:09:26.913Z",{"id":24,"slug":25,"name":26,"color":29,"icon":28},[2051,2052,2053],{"id":49,"slug":50,"name":51},{"id":55,"slug":56,"name":57},{"id":60,"slug":61,"name":62},[2055,2056,2057,2058],{"id":320,"slug":1344,"name":1345,"subjectId":24},{"id":319,"slug":321,"name":322,"subjectId":24},{"id":176,"slug":178,"name":179,"subjectId":24},{"id":520,"slug":521,"name":522,"subjectId":24},[],{"name":2024,"slug":2025,"photoUrl":2026,"profession":2027},{"id":2062,"type":1895,"slug":2063,"title":2064,"excerpt":2065,"coverUrl":98,"status":1899,"publishedAt":2066,"featured":4,"readingMinutes":1414,"order":21,"updatedAt":2067,"subject":2068,"levels":2069,"topics":2072,"tags":2073,"author":98},"demo-v2-a-rangkaian-seri-dan-paralel","rangkaian-seri-dan-paralel","Rangkaian Seri dan Paralel: Rumus, Perbedaan, dan Contoh Soal","Rangkaian seri dan paralel: rumus hambatan pengganti, pembagi tegangan dan arus, rangkaian campuran, tabel perbedaan, dan contoh soal hukum Ohm.","2026-10-14T16:01:45.333Z","2026-10-14T16:01:45.336Z",{"id":24,"slug":25,"name":26,"color":29,"icon":28},[2070,2071],{"id":49,"slug":50,"name":51},{"id":55,"slug":56,"name":57},[],[],[]]