[
    {
        "Number": "1",
        "Soal": "<p><img 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Jph0lE6ZbIgye81ZlEOyvxHweYzzGudY9UzesnXM4pfp0gUAhpwAkyvdEOlMH2Utkg1wH6cbjSzBMj6zA9RdB\/km0ErqFkVf+Sv+ajB1rud5PVYba2o\/M7vmAohw5ymTqgahVpJn5L7Oq74aTPHNxoQskiDeZY6op\/TEFC+5J26Uu0xwG+ed5oHVznv087pyYAqiXcsXmct9rhzYeC4OzlLWEFBjakR2sb4aRF9d3NaAImTnfuqrk0MyJZPLXO46Qf2l9HbiOFT35PT2HMhk5yR5pm\/FAepbC9K7nfsC6tFGyGTAZTFxxcd+K1aLptiI3LaF+WwTGxxZcgDkIsHrrneagjE76T2uyJHpRdKrjLoWhhJiPXGj2m2jlP8fhGMPEpXMIIIAAAAASUVORK5CYII=\" style=\"height: 80%; width: 250px;\"><br><\/p><p style=\"margin-left:39px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Kegunaan alat pada gambar diatas adalah untuk \u2026<\/span><\/span><\/p>",
        "A": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Mereaksikan zat<\/span><\/span><\/span>\u200b\u200b\u200b\u200b\u200b\u200b\u200b<br><\/p>",
        "B": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Mengencerkan larutan<\/span><\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Menyimpan larutan<\/span><\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Membuat larutan<\/span><\/span><\/span><br><\/p>",
        "E": "<p><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Mengukur larutan<\/span><\/span><br><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "2",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-family:Courier New,Courier,monospace;\"><span style=\"font-size:11pt\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Teknik memanaskan bahan menggunakan tabung reaksi dengan penjepit adalah \u2026<\/span><\/span><\/span><\/p>",
        "A": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Tangan memegang penjepit dan ditekan, dipanaskan di atas nyala api<\/span><\/span><\/span><\/p>",
        "B": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Tangan kiri memegang penjepit dan tangan kanan memegang tabung reaksi<\/span><\/span><\/span><\/p>",
        "C": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Tangan memegang ujung penjepit, dipanaskan dan tabung sambil digoyangkan<\/span><\/span><\/span><\/p>",
        "D": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Tangan memegang penjepit, tabung dipanaskan langsung pada nyala api<\/span><\/span><\/span><\/p>",
        "E": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Tangan memegang penjepit, dipanaskan sambil digoyangkan dan mulut tabung reaksi diarahkan menjauhi tubuh<\/span><\/span><\/span><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    },
    {
        "Number": "3",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Seorang siswa ingin mengambil zat kimia dalam botol. Pada botol tersebut tertera simbol seperti berikut.<\/span><\/span><\/span><\/p><p style=\"text-align:justify\"><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\"><\/span><\/span><\/span><img 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\" 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\" style=\"height: 247px; width: 250px;\"><br><\/p><p style=\"margin-left:39px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Gambar tersebut menunjukkan simbol<\/span><\/span><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">\u2026<\/span><\/span><\/p>",
        "A": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><em><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Explosive<\/span><\/em><\/span><\/span><\/p>",
        "B": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><em><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Toxic<\/span><\/em><\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><em><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Iriitant<\/span><\/em><\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><em><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Corrosive<\/span><\/em><\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><em><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\">Oxidizing<\/span><\/em><\/span><\/span><br><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    },
    {
        "Number": "4",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Partikel dasar penyusun atom terdiri &nbsp;atas \u2026<\/span><\/span><\/span><\/p>",
        "A": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Proton, elektron, dan positron<\/span><\/span><\/span><\/p>",
        "B": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Proton, neutron, dan nukleon<\/span><\/span><\/span><\/p>",
        "C": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Proton, elektron, dan neutron<\/span><\/span><\/span><\/p>",
        "D": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Positron, nukleon, elektron<\/span><\/span><\/span><\/p>",
        "E": "<p><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Neutron, nukelon, dan elektron<\/span><\/span><br><\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "5",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Diketahui unsur <\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:8.0pt\">15<\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">P<sup>31<\/sup>, <\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:8.0pt\">16<\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Q<sup>30<\/sup>, <\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:8.0pt\">15<\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">R<sup>32<\/sup>, dan <\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:8.0pt\">16<\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">S<sup>32<\/sup>. Unsur-unsur yang merupakan <\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">isobar adalah \u2026<\/span><\/span><\/span><\/p>",
        "A": "<p>P dan Q<\/p>",
        "B": "<p>Q dan R<\/p>",
        "C": "<p>P dan R<\/p>",
        "D": "<p>Q dan S<\/p>",
        "E": "<p>R dan S<\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    },
    {
        "Number": "6",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Jika diketahui nomor atom kobalt adalah 27, pengisian electron di subkulit 3d pada orbital yang benar adalah \u2026<\/span><\/span><\/span><\/p>",
        "A": "<p><img 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        "D": "<p><img 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\" src=\"data:image\/png;base64,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\"><br><\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "7",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Bilangan kuantum elektron terakhir suatu atom yang mempunyai konfigurasi elektron [Ne] 3s<sup>2<\/sup> 3p<sup>4<\/sup> adalah<\/span><\/span><\/span><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">\u2026<\/span><\/span><\/p>",
        "A": "<p><em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">n= <\/span><\/span><\/em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3 ; L = 1 ; <em>m <\/em>= -1 ; <em>s <\/em>= -1\/2<\/span><\/span><br><\/p>",
        "B": "<p><em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">n= <\/span><\/span><\/em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3 ; L = 1 ; <em>m <\/em>= -1 ; <em>s <\/em>= +1\/2<\/span><\/span><br><\/p>",
        "C": "<p><em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">n= <\/span><\/span><\/em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3 ; L = 1 ; <em>m <\/em>= 0 ; <em>s <\/em>= +1\/2<\/span><\/span><br><\/p>",
        "D": "<p><em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">n= <\/span><\/span><\/em><span lang=\"ms\" dir=\"ltr\" style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3 ; L = 1 ; <em>m <\/em>= 0 ; <em>s <\/em>= -1\/2<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><em>n= <\/em>3 ; L = 1 ; <em>m <\/em>= +1 ; <em>s <\/em>= +1\/2<\/span><\/span><br><\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "8",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Konfigurasi Bohr pada <sub>20<\/sub>Ca adalah....<\/span><\/span><\/span><\/p>",
        "A": "<p>2.8.8.2<\/p>",
        "B": "<p>2.8.10<\/p>",
        "C": "<p>2.2.8.8<\/p>",
        "D": "<p>2.8.7<\/p>",
        "E": "<p>2.3.7.8<\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "9",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Setarakan persamaan reaksi berikut ini<\/span><\/span><\/span><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><\/span><\/span><\/span><br><\/p><p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">KI(aq)+H<sub>2<\/sub>SO<sub>4<\/sub>(aq)<span style=\"font-family:Wingdings\">\u00e0<\/span><\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">K<sub>2<\/sub>SO<sub>4<\/sub>(aq)+SO<sub>2<\/sub>(g)+I<sub>2<\/sub>(g)+H<sub>2<\/sub>O(l)<\/span><\/span><\/span><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><\/span><\/span><\/span><br><\/p><p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Koefisien yang tepat untuk persamaan reaksi di atas adalah....<\/span><\/span><\/span><\/p>",
        "A": "<p>2,2,2,1,1,2<\/p>",
        "B": "<p>2,2,1,1,2,2<\/p>",
        "C": "<p>2,2,1,1,1,2<\/p>",
        "D": "<p>2,1,1,2,2,1<\/p>",
        "E": "<p>2,2,2,2,1,1<\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "10",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Setarakan persamaan reaksi berikut ini<\/span><\/span><\/span><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><\/span><\/span><\/span><br><\/p><p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">NaOH(aq)+H<sub>2<\/sub>SO<sub>4<\/sub>(aq)<span style=\"font-family:Wingdings\">\u00e0<\/span><\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Na<sub>2<\/sub>SO<sub>4<\/sub>(aq)+H<sub>2<\/sub>O(l)<\/span><\/span><\/span><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><\/span><\/span><\/span><br><\/p><p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Koefisien yang tepat agar persamaan reaksi di atas setara adalah...<\/span><\/span><\/span><\/p>",
        "A": "<p>2,1,2,1<\/p>",
        "B": "<p>2,2,1,1<\/p>",
        "C": "<p>1,2,1,2<\/p>",
        "D": "<p>2,1,1,2<\/p>",
        "E": "<p>1,2,2,1<\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "11",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Setarakan persamaan reaksi berikut ini<\/span><\/span><\/span><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><\/span><\/span><\/span><br><\/p><p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">(NH<sub>4<\/sub>)SO<sub>4<\/sub>(aq)+KOH(aq)<span style=\"font-family:Wingdings\">\u00e0<\/span><\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">K<sub>2<\/sub>SO<sub>4<\/sub>(aq)+NH<sub>3<\/sub>(g)+H<sub>2<\/sub>O(l)<\/span><\/span><\/span><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\"><\/span><\/span><\/span><br><\/p><p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Koefisien yang tepat agar persamaan reaksi diatas setara adalah...<\/span><\/span><\/span><\/p>",
        "A": "<p>1,1,2,1,1<\/p>",
        "B": "<p>1,2,1,2,2<\/p>",
        "C": "<p>2,2,1,2,2<\/p>",
        "D": "<p>2,1,1,2,1<\/p>",
        "E": "<p>1,1,2,2,1<\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "12",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Konfigurasi elektron&nbsp; dari unsur dengan nomor atom 24 adalah....<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">[Ar] 3d<sup>4<\/sup> 4s<sup>2<\/sup><\/span><\/span><\/span><\/p>",
        "B": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">[Ar] 3d<sup>5<\/sup> 4s<sup>1<\/sup><\/span><\/span><\/span><\/p>",
        "C": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">[Ar] 3d<sup>3<\/sup> 4s<sup>2 <\/sup>4p<sup>1<\/sup><\/span><\/span><\/span><\/p>",
        "D": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">[Ar] 3d<sup>3<\/sup> 4s<sup>1 <\/sup>4p<sup>2<\/sup><\/span><\/span><\/span><\/p>",
        "E": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">[Ar] 3d<sup>4<\/sup> 4p<sup>2<\/sup><\/span><\/span><\/span><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "13",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Diketahui konfigurasi <\/span><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">elektron Y (Z= 10), yaitu 1s<sup>2<\/sup> 2s<sup>2<\/sup> 2p<sup>6<\/sup> Letak unsur Y dalam sistem periodik adalah \u2026<\/span><\/span><\/span><\/p>",
        "A": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">golongan IIA, periode 2<\/span><\/span><\/span><\/p>",
        "B": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">golongan IIIA, periode 2<\/span><\/span><\/span><\/p>",
        "C": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">golongan IVA, periode 2<\/span><\/span><\/span><\/p>",
        "D": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">golongan VIA, periode 2<\/span><\/span><\/span><\/p>",
        "E": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">golongan VIIIA, periode 2<\/span><\/span><\/span><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "14",
        "Soal": "<p><span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Unsur yang memiliki jari-jari atom paling besar pada unsur periode ketiga adalah natrium.<\/span><\/span><\/span><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><\/span><\/span><br><\/p><p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Hal tersebut disebabkan \u2026<\/span><\/span><\/p>",
        "A": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Atom Na memiliki jumlah electron paling banyak<\/span><\/span><\/span><\/p>",
        "B": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Atom Na memiliki tarikan muatan inti paling kecil<\/span><\/span><\/span><\/p>",
        "C": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Atom Na adalah atom yang sangat reaktif<\/span><\/span><\/span><\/p>",
        "D": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Atom Na memiliki kerapatan paling kecil<\/span><\/span><\/span><\/p>",
        "E": "<p style=\"list-style-type:none\">\u200b\u200b\u200b\u200b\u200b<span style=\"font-size:11pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><span lang=\"ms\" dir=\"ltr\" style=\"font-size:12.0pt\">Atom Na merupakan unsur logam<\/span><\/span><\/span><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "15",
        "Soal": "<p><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Berikut ini grafik keperiodikan energi ionisasi unsur-unsur periode ketiga.<\/span><\/span><br><\/p><p><span dir=\"ltr\" style=\"font-size:12.0pt\" lang=\"ms\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><\/span><\/span><img 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\" style=\"height: 272px; width: 250px;\"><br><\/p><p style=\"margin-left:39px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Penyimpangan terjadi pada unsur \u2026<\/span><\/span><\/p>",
        "A": "<p>Na<\/p>",
        "B": "<p>Mg<\/p>",
        "C": "<p>Al<\/p>",
        "D": "<p>Si<\/p>",
        "E": "<p>P<\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    }
]