[
    {
        "Number": "1",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-family:Times New Roman,Times,serif;\"><span style=\"font-size:12px;\"><span dir=\"ltr\" lang=\"EN-US\">Pernyataan berikut yang benar adalah\u2026 <\/span><br type=\"_moz\"><\/span><\/span><\/p><p><span style=\"font-family:Times New Roman,Times,serif;\"><span style=\"font-size:12px;\"><img 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\" style=\"height: 22%; width: 100%;\"><\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">Opsi A<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">Opsi B<\/span><\/span><br type=\"_moz\"><\/p>",
        "C": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">Opsi C<\/span><\/span><br type=\"_moz\"><\/p>",
        "D": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">Opsi D<\/span><\/span><br type=\"_moz\"><\/p>",
        "E": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">Opsi E<\/span><\/span><br type=\"_moz\"><\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "2",
        "Soal": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">kedua akar suku banyak <em>s(x) = x<sup>2<\/sup> - 63x + c<\/em> merupakan bilangan prima. Banyak nilai c yang mungkin adalah ....<\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">0<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">1<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">Lebih besar dari 3<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">3<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">2<\/span><\/span><br><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    },
    {
        "Number": "3",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span dir=\"ltr\" lang=\"EN-US\">Diketahui limas <\/span><em><span dir=\"ltr\" lang=\"EN-US\">T.ABC<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> dengan <\/span><em><span dir=\"ltr\" lang=\"EN-US\">TA<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> tegak lurus bidang <\/span><em><span dir=\"ltr\" lang=\"EN-US\">ABC<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\">. Panjang rusuk <\/span><em><span dir=\"ltr\" lang=\"EN-US\">AB, AC, BC,<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"><\/span><span dir=\"ltr\" lang=\"EN-US\"> dan <\/span><em><span dir=\"ltr\" lang=\"EN-US\">TA&nbsp;<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"><\/span><span dir=\"ltr\" lang=\"EN-US\">berturut-turut adalag 3 cm, 4 cm, 5 cm, dan <\/span>9\/5 <span dir=\"ltr\" lang=\"EN-US\">cm. Jika <\/span><em><span dir=\"ltr\" lang=\"EN-US\">\u221d<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"><img data-cke-saved-src=\"file:\/\/\/\/Users\/osfuad\/Library\/Group%20Containers\/UBF8T346G9.Office\/TemporaryItems\/msohtmlclip\/clip_image014.png\" src=\"file:\/\/\/\/Users\/osfuad\/Library\/Group%20Containers\/UBF8T346G9.Office\/TemporaryItems\/msohtmlclip\/clip_image014.png\" style=\"height:15px; width:8px\"><\/span><span dir=\"ltr\" lang=\"EN-US\">&nbsp;sudut diantara bidang <\/span><em><span dir=\"ltr\" lang=\"EN-US\">BCT<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> dengan bidang <\/span><em><span dir=\"ltr\" lang=\"EN-US\">ABC<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\">, maka nilai <\/span><span dir=\"ltr\" lang=\"EN-US\">cos<\/span><em><span dir=\"ltr\" lang=\"EN-US\">\u221d<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> adalah\u2026<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">4\/5<\/span><\/span><br type=\"_moz\"><\/p>",
        "B": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">3\/5<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">6\/25<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">9\/25<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">12\/25<\/span><\/span><br><\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "4",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span dir=\"ltr\" lang=\"EN-US\">Diberikan <\/span><em><span dir=\"ltr\" lang=\"EN-US\">f<\/span><\/em><em><span dir=\"ltr\" lang=\"EN-US\">x<\/span><\/em><em><span dir=\"ltr\" lang=\"EN-US\">=a+bx<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> dan <\/span><em><span dir=\"ltr\" lang=\"EN-US\">F(x)<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> adalah antiturunan <\/span><em><span dir=\"ltr\" lang=\"EN-US\">f(x)<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\">. Jika F<\/span><em><span dir=\"ltr\" lang=\"EN-US\">(1) \u2013 F(0) = 3<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> maka <\/span><em><span dir=\"ltr\" lang=\"EN-US\">2a+b<\/span><\/em><span dir=\"ltr\" lang=\"EN-US\"> adalah\u2026<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">10<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">6<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">5<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">4<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">3<\/span><\/span><br><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    },
    {
        "Number": "5",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">cos&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">35\u00b0&nbsp;<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\">cos&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">20\u00b0 -<\/span><\/em><em><span lang=\"EN-US\" dir=\"ltr\">&nbsp;<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\">sin&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">35\u00b0&nbsp;<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\">sin<\/span><em><span lang=\"EN-US\" dir=\"ltr\">20\u00b0&nbsp;<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\">=<\/span>&nbsp;<\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">sin&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">35\u00b0<\/span><\/em><\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">sin&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">55\u00b0<\/span><\/em><\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">cos&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">35\u00b0<\/span><\/em><\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">cos&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">15\u00b0<\/span><\/em><\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">sin&nbsp;<\/span><em><span lang=\"EN-US\" dir=\"ltr\">15\u00b0<\/span><\/em><\/span><\/span><br><\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "6",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">Banyak siswa laki-laki 10 orang dan siswa perempuan 5 orang. Banyaknya cara untuk membentuk panitia yang beranggotakan 10 orang yang terdiri atas paling sedikit 2 orang perempuan dan paling banyak 4 orang perempuan adalah\u2026 <\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">4800<\/span><\/span><\/p>",
        "B": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">3150<\/span><\/span><\/p>",
        "C": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">2700<\/span><\/span><\/p>",
        "D": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">2300<\/span><\/span><\/p>",
        "E": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\">2250<\/span><\/span><\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "7",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><span lang=\"EN-US\" dir=\"ltr\">Kolam renang berbentuk gabungan persegi panjang dan setengah lingkaran seperti gambar berikut. Keliling kolam renang sama dengan <\/span><em><span lang=\"EN-US\" dir=\"ltr\">a<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\"><img data-cke-saved-src=\"file:\/\/\/\/Users\/osfuad\/Library\/Group%20Containers\/UBF8T346G9.Office\/TemporaryItems\/msohtmlclip\/clip_image003.png\" src=\"file:\/\/\/\/Users\/osfuad\/Library\/Group%20Containers\/UBF8T346G9.Office\/TemporaryItems\/msohtmlclip\/clip_image003.png\" style=\"height:15px; width:7px\"><\/span><span lang=\"EN-US\" dir=\"ltr\">&nbsp;satuan panjang. Agar luas kolam renang maksimum, maka <\/span><em><span lang=\"EN-US\" dir=\"ltr\">x = ....&nbsp;<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\">satuan panjang. <\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><em><span lang=\"EN-US\" dir=\"ltr\">2 \/ a<\/span><\/em><em><span lang=\"EN-US\" dir=\"ltr\">\u03c0<\/span><\/em><\/span><\/span><br><\/p>",
        "B": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><em><span lang=\"EN-US\" dir=\"ltr\">a \/&nbsp;\u03c0<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\"><img data-cke-saved-src=\"file:\/\/\/\/Users\/osfuad\/Library\/Group%20Containers\/UBF8T346G9.Office\/TemporaryItems\/msohtmlclip\/clip_image002.png\" src=\"file:\/\/\/\/Users\/osfuad\/Library\/Group%20Containers\/UBF8T346G9.Office\/TemporaryItems\/msohtmlclip\/clip_image002.png\" style=\"height:20px; width:6px\"><\/span><\/span><\/span><\/p>",
        "C": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><em><span lang=\"EN-US\" dir=\"ltr\">a \/&nbsp;4+\u03c0<\/span><\/em><\/span><\/span><\/p>",
        "D": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><em><span lang=\"EN-US\" dir=\"ltr\">a \/&nbsp;4+2\u03c0<\/span><\/em><span lang=\"EN-US\" dir=\"ltr\"><\/span><\/span><\/span><\/p>",
        "E": "<p style=\"text-align:justify\"><span style=\"font-size:12px;\"><span style=\"font-family:Times New Roman,Times,serif;\"><em><span lang=\"EN-US\" dir=\"ltr\">2a \/&nbsp;4+\u03c0<\/span><\/em><\/span><\/span><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    }
]