[
    {
        "Number": "1",
        "Soal": "<p>Amperemeter terdiri dari galvanometer yang dapat dialiri listrik maksimum 1 mA dengan hambatan 2 ohm dan dirangkai paralel dengan resistor sebesar 0,0002 ohm. Oleh karena itu, alat ukur tersebut dapat mengukur arus listrik sampai sebesar......<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>11,000 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>10,100 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "<p>10,000 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "D": "<p>10,010 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>10,001 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    },
    {
        "Number": "2",
        "Soal": "<p>Tiga buah resistor masing-masing besarnya 3 ohm, 4 ohm, dan 6 ohm dihubungkan parallel. Pada kedua ujung rangkaian dihubungkan ke sebuah baterai yang gglnya 8 volt dan hambatan dalamnya 2\/3 ohm. Tegangan jepit rangkaian adalah\u2026\u2026<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>2,67 V<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>5,33 V<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "",
        "D": "<p>7,67 V<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>8,00 V<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "3",
        "Soal": "<p>Ketika mengirimkan daya listrik ke suatu tempat yang jauh biasanya digunakan tegangan tinggi. Hal ini bertujuan untuk memperkecil daya yang hilang. Daya listrik 100 MW ingin dikirim ke suatu kota yang berjarak 100 km dengan kabel. Kabel tersebut memiliki hambatannya 0,1 ohm tiap kilometer pada tegangan 100 kV. Daya listrik yang hilang dalam pentransmisian tersebut adalah\u2026\u2026<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>1,2 MW<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>2,5 MW<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "<p>5 MW<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "D": "<p>10 MW<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>20 MW<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "4",
        "Soal": "<p>Sebuah rangkaian listrik ditunjukkan oleh gambar berikut.<\/p><p style=\"text-align: left;\"><img src=\"blob:https:\/\/www.bimbel-citrabagusgrup.com\/ec3fd168-03b4-410f-b14e-9731fb909799\" style=\"width: 300px;\" class=\"fr-fic fr-dib fr-fil\"><\/p><p>Besar kuat arus listrik yang melalui kawat <em id=\"isPasted\">K<\/em> adalah\u2026..<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>0,3 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>0,4 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "<p>0,5 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "D": "<p>0,7 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>0,6 Ampere<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "5",
        "Soal": "<p>Perhatikan gambar rangkaian berikut.<\/p><p><img src=\"data:image\/png;base64,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\" class=\"fr-fic fr-dii\"><\/p><p>Hambatan pengganti di antara A dan B serta hambatan pengganti di antara C dan D adalah....<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>3\/4 ohm dan 2 ohm<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>4\/3 ohm dan 2 ohm<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "<p>2 ohm dan 4\/3 ohm<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "D": "<p>2 ohm dan 5\/3 ohm<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>3 ohm dan 6 ohm<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "6",
        "Soal": "<p>Empat buah hambatan memiliki hambatan yang sama.Kemudian dua hambatan dihubungkan secara seri dan disebut hambatan A. Sementara dua hambatan yang lain dihubungkan secara pararel dan disebut hambatan B. Jika keduanya diberikan sumber tegangan yang sama besar maka perbandingan arus hambatan A dan hambtan B adalah\u2026.<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>1:4<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>1:2<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "<p>1:3<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "D": "<p>2:1<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>4:1<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "7",
        "Soal": "<p>Sebuah amperemeter mempunyai hambatan 18 ohm dan berdaya ukur 10 Ma. Agar daya ukur emperemeter meningkat menjadi 100 Ma harus dipasang hambatan\u2026.<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "A": "<p>o,8 ohm seri dengan amperemeter<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "B": "<p>o,8 ohm pararel dengan amperemeter<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "C": "<p><span style='font-size:19px;font-family:\"Times New Roman\",serif;' id=\"isPasted\">2,0 ohm seri dengan amperemeter<\/span><\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "D": "<p>2,0 ohm pararel dengan amperemeter<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "E": "<p>2,1 ohm pararel dengan amperemeter<\/p><p data-f-id=\"pbf\" style=\"text-align: center; font-size: 14px; margin-top: 30px; opacity: 0.65; font-family: sans-serif;\">Powered by <a href=\"https:\/\/www.froala.com\/wysiwyg-editor?pb=1\" title=\"Froala Editor\">Froala Editor<\/a><\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    }
]