[
    {
        "Number": "1",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Sebatang kayu memiliki panjang 10 m. Dari pernyataan tersebut yang disebut besaran adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">10<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">m<\/span><\/span><br><\/p>",
        "C": "<p>10 m<\/p>",
        "D": "<p>panjang<\/p>",
        "E": "<p>kayu<\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "2",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Dari sistem besaran berikut ini, yang termasuk besaran pokok dalam sistem SI adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Berat<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Muatan listrik<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Volume<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Suhu<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Kecepatan <\/span><\/span>\u200b\u200b\u200b\u200b\u200b\u200b\u200b<br><\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "3",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Sebuah kubus memiliki panjang rusuk 10 cm. Dengan menggunakan aturan angka penting dan notasi ilmiah, volume kubus tersebut adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,000 <\/span><\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:28px\"><\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><font face=\"Times New Roman, serif\">1&nbsp;<\/font><font face=\"Calibri, sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAAcCAIAAACyMksTAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAghJREFUWEftl82VgjAQx2FrAQ\/7rCBUoCc72Fs8YilwXG\/bBFYgJXgJvbiZZICQZALsUxfec24YzPzyn68Q3+\/3aG32sTZg4H1DPypqTXMpj1kWo2XHSzPcWub00kwUTDLySgCYKDgA88qgXGp68Op7lwBtkh8U9cCWJrPDo3RnhZIdLXoGtKg4s\/wM3ciYQwYoYwwTwSURoiqYXB8QQ49+MLTi1TC2q9ZTBeFmBaasevK8rH+HJY6vPkNpqQrwMo7Ug9LpHSKyEW0KW\/0HtHYO1SotM4eUBovYidIgSFLhVhJN4YXWjcHyFKSG\/qGbiaO0XqBCiq4I7ZwEo6HRjbWR7VxmfGEgktCqIfq5\/Y5CpUBDE5pi\/rZnUY9tdcoiIdNDJ5DDPZ9YbkNCT9RFVUeou9jdw9y3IzZ75IRu81foYFGZfu2JmORXYK1PaZalpxqihKPJGUv\/94NnjCf5D2hV15BYryTebtTgHjcPdFN+7c8wqaLovM9K64I1viX9RrLZehfFTQo0w2zopmyz4trlyeO400+or\/omfIT8sJsKbia4W3nh\/k0UZWC4eHued+KECr7vHlSvmN9DQhPO00MDZyTIETrcj\/ESNG0i6mlAj9duM33Hn4\/c3\/Lg6mB+HNhnVOvBfo3ndtPS3Riugv3wGNnXo3YM19O12VI\/t4I6vqFflWarVPoXwhFdNQJQGt4AAAAASUVORK5CYII=\" style=\"height:19px; width:40px\"><\/font>&nbsp;<\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAAcCAIAAACYgrq8AAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAdBJREFUSEvtVrtxhDAQBdcCBAwViAqwk4tcggjtxB24AAh9JVzkxNDBVeC5wFIveFcrgcRHRwLMeLwZi7RP70n7pLDruuC4eDgOGpH\/PLyUbV3meagjL1tpKQ57v2mIigEabwSiiIojNG8M5C7i8+ajiBA3ejkp\/CE2pT4prrRglZICI9gNXoimYozxARugdxE\/aMswjOPH12uQpclh4iN\/AD9EfNpl0wh6zzcXX9Zl3S5bq3P04HhwhvroYKTTkDW6YYbG9GfJTvV93XUNdppueyy0KD5VZJVxCLILtAqmpvcGAgOpHmWw+DRlaMF+W4zg5FP5UeNRJetQqNr2N\/GA1oEKZrZKKQlGqeHb39jU9z0Nz2A9Zroi20S12JatroCfUp+ZREwdWpSaWdBa8sp25NflClWen5QvL4T8+Ub0UzH8p5QzT6fS2FPJ\/oXw4gboQZZ40WmJTl01z0VfQ2QEv2rFM0tsP8\/jVa8h4ugC7KMkg9T1Juwf4Bb2u4Cg5qS39ZgZdWcTUPxCXcLn91o\/Q2Rb5vElfaM7GmNOIC9TeOHk8K65fwK0Ffcuhq3tWgOMWDz1oyOum1N5oWMvS+0X4p1\/XGx+5fip\/cMft\/XBL0pJye3Xwd3kAAAAAElFTkSuQmCC\" style=\"height:19px; width:28px\"><\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,0<\/span><\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:40px\"><\/span><\/span>&nbsp;<span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:28px\"><\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,00 <\/span><\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:40px\"><\/span><\/span>&nbsp;<span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:28px\"><\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,000&nbsp;<\/span><\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:40px\"><\/span><\/span>&nbsp;<span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:28px\"><\/span><\/span><br><\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "5",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Satuan energi dalam SI adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">watt<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">joule<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">dyne<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">newton<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">pascal<\/span><\/span><br><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "6",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:82px\"><\/span><\/span><span style=\"font-family:&quot;Times New Roman&quot;,serif\">&nbsp;menunjukkan dimensi dari \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p>percepatan<\/p>",
        "B": "<p>energi<\/p>",
        "C": "<p>usaha<\/p>",
        "D": "<p>gaya<\/p>",
        "E": "<p>daya<\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "7",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Jika <\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:25px\"><\/span><\/span><span style=\"font-family:&quot;Times New Roman&quot;,serif\">&nbsp;dimensi massa, <\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:20px\"><\/span><\/span><span style=\"font-family:&quot;Times New Roman&quot;,serif\">&nbsp;dimensi panjang, dan <\/span><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAcCAIAAACPoCp1AAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAUNJREFUSEvtlr0VgjAQx8FZwMLnBGECtLFyBCy1cQMHgBKmsIIJdAKfhWEXvBg+EsTLER6d190jd\/\/L75IcblVVzpy2mDO5yP0XMBJuEBUHV7NDYQxVFpRJoEUHSdl81XsQ5XCoPpaGYwS8462O4zHTA9Em97elb1J6SrGDJWECxTWDGBZzWV0eiQyty6W\/XnroXhGB8vVwnCi\/HWWGj6sk9PwV0Ih2BpaIAH\/eWXxu48GF\/L2EbOUbeoUIhGnVVA9Jal5KQtFZZcEPIepN7gMinzGqwCAgigpR4BsQJTn9sbMGRH1NrQERBewB0QQkILbf4nd2uCuUJktApjfB\/h5MAURAVCYX8eQ59yennkxtHY4IBol\/EnzAso07bgrJMFygGyQWU4giYAVFD6KcokkyugBwrm0c7m7oty1rqnLn\/nV8A289itiANxEcAAAAAElFTkSuQmCC\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAcCAIAAACPoCp1AAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAUNJREFUSEvtlr0VgjAQx8FZwMLnBGECtLFyBCy1cQMHgBKmsIIJdAKfhWEXvBg+EsTLER6d190jd\/\/L75IcblVVzpy2mDO5yP0XMBJuEBUHV7NDYQxVFpRJoEUHSdl81XsQ5XCoPpaGYwS8462O4zHTA9Em97elb1J6SrGDJWECxTWDGBZzWV0eiQyty6W\/XnroXhGB8vVwnCi\/HWWGj6sk9PwV0Ih2BpaIAH\/eWXxu48GF\/L2EbOUbeoUIhGnVVA9Jal5KQtFZZcEPIepN7gMinzGqwCAgigpR4BsQJTn9sbMGRH1NrQERBewB0QQkILbf4nd2uCuUJktApjfB\/h5MAURAVCYX8eQ59yennkxtHY4IBol\/EnzAso07bgrJMFygGyQWU4giYAVFD6KcokkyugBwrm0c7m7oty1rqnLn\/nV8A289itiANxEcAAAAAElFTkSuQmCC\" style=\"height:19px; width:21px\"><\/span><\/span><span style=\"font-family:&quot;Times New Roman&quot;,serif\">&nbsp;dimensi waktu, dimensi tekanan adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b<img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:82px\"><\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:97px\"><\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b<img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:89px\"><\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:97px\"><\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJIAAAAcCAIAAAAFo3FxAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAABC5JREFUaEPtWj12ozAQJnsWcOHnE+AT4G1cpU0HJTTbpUyXBkq7S5tqmzUnsE\/glyJwF++MRkgCgyXZwnFeTJPHyzD69H0zn36Sh8Ph4N2f78bAr+8G+I4XGbjL9i3r4EfKVtdlkcznD\/yZJ2V9g+KdBAlr2097qjwEleJNhROv8hglizc3xsKGw+IgEbECsum2Mmlqj34m5WX1VxeimFm+edEt6HNH1Gc2QR5vVpGPgX66ZAR1n3PhUR7nIJ8R5P5TkMiLrBHXfc1RbYc5KxvluXzEocx2c2BZxoBHMNyAPDC2pCUYrG2tuhvoQlld8+O+Mqn+Vky70i9t\/OHhcY2bP73P8mqbstbTPd0WbDsUvTmYf0\/v\/12Dasuo+Y2BbNGK+z9+o\/SpTF4XT9mOvYb5myEDpxiCEakX2Qq0EmB1rMLvTxKrFgAGBsECcM+mE4PEGFIiebIzCaNoVI55NtFWgDFIwgU9sVjDMAoRBrKB\/+O84rh3DcCsIFrI1szw8bcWsxFFTRYoMLuE0eqERaoFwAOrzeM+WwRGLVJ\/7rGOmrpkr54nZPKDKZCgtMTgTI1BkmZBtpOjUlIj2RBgOF0iqt1H1UFTvoJo+aNT1TxOiQkHRmUwGORH6RssbrvsVb8Hqz5gon9E78MrVrN0LkbBNLgMUOvrukyYZkeOYyQbApxNCE\/HJcsE+\/dtwqZg4A+GcyJK3HIghq6LpNCLdIwUmkRZAbhjKjL56VYNMJzqcBhoxs3xyHFMZEOAwKA\/mXWH4KKlFZm+s0qjZnNmuR3Y1cc6WzRH7BrdAhYo2UVmdHct0uwriyjkVrFktmyLxdlANmaRuGgx71Zcsi5eIPFz6rtmuf737rZ522wFyzwO94uAbfyClz2YkP0+qtciLVTRhDJuPW+9kJtV6DzRFwaykUWKPm1cku1E8NTqOWd5VIuEHVaUrrbbZuuy3fKDtxXnxxZp9bk2GA336JHFpZeNWyQMpLqkFM3zXLPsunm1HNkHjG6RGkha2YRFQiLpkrR9pPXANcvOm9deFe0XI1ukdnydbIzDxiKp3fafBW0f6WbBOcuum1fLgX3A2BapRaSTDTmUKyG1W5ZJ0X6wRY610dVqBgEa2VSLVNLh9pG\/Xssi8UJovNtJE6pkDPmBu1Oq3egYfVo2boAiLbkk2z42qrneq\/evGnTWaF9I2E\/W0RdfbpGnZaOTaOtht2mKaE1E7w3zOSz1UUJXPLeiGj9R9VzznTPfM78Z7jZ2tYJZd9nATauIOBFjAwvkgatuPqTyNxHCcRO9Rhe7NCk4Cn+Zaw\/Lpl5T918itC+y7S8aupL60arnjNkcOq3+fmNTLTaxnVPwl2HS7SRt5nSPvRoDd9muRrXLgdqyyZvLS11b\/peCWAt6YduPaJrZCUv28GjYsUE+3P+Z3Im+V07yHxIln1sS8zS9AAAAAElFTkSuQmCC\" style=\"height:19px; width:97px\"><\/span><\/span><br><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "8",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Orde bilangan dari nilai 0,00000002456 adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p>-10<\/p>",
        "B": "<p>-8<\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b<img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:40px\"><\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\">\u200b\u200b\u200b\u200b\u200b\u200b\u200b<img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:33px\"><\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><img data-cke-saved-src=\"data:image\/png;base64,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\" src=\"data:image\/png;base64,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\" style=\"height:19px; width:33px\"><\/span><\/span><br><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "9",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Dua buah vector masing-masing besarnya 5 satuan dan 12 satuan. Satu sama lain berlawanan arah. Resultan kedua vektor tersebut adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">7 satuan<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">12 satuan<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">17 satuan<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">30 satuan<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">60 satuan<\/span><\/span><br><\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "10",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:Calibri,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Diantara besaran-besaran berikut ini yang bukan besaran vektor adalah \u2026..<\/span><\/span><\/span><\/p>",
        "A": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">kecepatan<\/span><\/span><br><\/p>",
        "B": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">laju<\/span><\/span><br><\/p>",
        "C": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">gaya<\/span><\/span><br><\/p>",
        "D": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">momentum<\/span><\/span><br><\/p>",
        "E": "<p><span style=\"font-size:12.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">percepatan<\/span><\/span><br><\/p>",
        "Kunci": "B",
        "tipe": "pilihan"
    },
    {
        "Number": "11",
        "Soal": "<p>Perhatikan hasil pengukuran benda berikut!<br type=\"_moz\"><\/p><p><img 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\" 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wljV4zzqkngLMlrhWKt5sK4KK57LLLsueffz61ky3Jo\/\/nP\/85DUgr9eTzmp0DutkeEsbkJQreNDvgEZ3ixVdH9C1VUuePeklH2oQdFrZhtKdO1o49qivxMIhqdVSjAKhnOtFsR6KcEOH2YDqCmh2oaJf8yqai7EftJKmL7cUECTNEfdHHVurGXy\/j9F2zZBO8RlYuSDpSPS\/xWmlLq3mrAq8ogIqm66mRyqlXVr1nrZQNDCiA2VNZRZ5HW5UZ1\/Llr4uUUy0NSQU8bGFqu1EbT5naFZIyr7Gq1dfJe1WBV61Caooj8OGHH06GbbU0zd4LABgcLghRF2aZnQhYwHSzWN5\/oUWxtNNs22vlo9pNXNhVgNIOwh+8YZ\/uvvvuhYuUj1vMCgSpHy9BnAsX1MaEhYHHE23AeOTNqNpNwQSxgd5kro1OAY\/tZZK02GKLpcVsfYn6W+1XvERmtLb5GewhXc5TKq4dZPKFtL0RVxPAegH6Usrl+98QNwxO2GH5QtpxHaopGNMuIFRrW74f7a4nyiNZfWc4H\/FTrS2N3MMjkpRtZ\/bM79koKSOvahvNL70yHNWw4D4KPqR\/qvxpGHg9FViljn55Sz862Rdlx0vULgZEmSKRmTzx9aYi5ZvwmL2TkgEO52Z5oG\/h\/mJ7Kt9Zecr1wpHOXpSox4JAOL0bAl6RDpZpOssBKputLUKkmsSpVjswMF\/23XffZFpEvmZBB3B8oFaXAAywBIzwRHDQM8tOPfXUFFAQdZDS1mpjlaMEXrWR6sf3SBFro\/vss89I7pp6TTb4jrDx6qWt9Qy4goCNnTy4y\/FvsnLcccelpUegE5lDsokyEiTKvrXM6oXhfwzpVwIvuDkAzgaNfUZikWC9uT8mDzwABioAc18YmyAPbYtJFH+j52b1nNYkHuBJ4yUogTcAABdNNGBsJOvYYvJCZcbzTp2tvIiuIeGQVROrP0LauYxcsx+FunNPWfv2wUbBJPvvv3\/aFKSte++9d4ojVEYJPFwYIMR4J0HEt4l9a2Ry0UoXLZNyb4XUI9XE5VkF0ha+Vzbfueeem75WahlSKB0SOMreO+uss7ITTjghbUgnCbuB55+YcVRrpGd8QSFKq6Vp9p43OQhztcXRCVKXdVP9ydfbibrwKr9G22odoWKBT3hVM+6UVtoQwGPjiaom3ahQkd2kmx\/WE3FM4rlnlYVLybq12S3TIHieggSs+7nBUMyvL+YbKVpEYRbvRSQXIXreAMe0u0geG0dM+a1c2KnUExlcL4T9puFcrZeHjcHzb+XCBw57ikox2OrwImBiML9eHZ5JKxp5qaWWygZ3qaie1CL+e+mko8qqET4++uij6bkPM+p3EVK2F4BdBrQx+D21qVbZnOMmD35ZSLlwATtDuiYSQubMakWq4xncIBLzr3\/9a3c8YrfE8zCY7LqSGJSMQ5tviko9YUiMTlNozC9CZkYGgHgvUo\/yH3jggRRZo\/M9EeBhAonhJeupDqFHbBh+M9\/1LSqJ8TJcDfrjqEfSkgxUFz5Xo3ixRAqhntqeL0NagIsj\/6zRa5LLd47tdtNuUg\/vtZuwMfE54IADEgDVZ9MWnturQ\/LhRQKeDol7s6Fb5EM1MmAyeRtVVITszbD\/0gYQb2gRMtAai1FFGGvzEREPFDbtFCH9JT1IjJ4A4e0lHQGcTeMFLELK9\/lVL1JexdTKqw9eIPyqtQ7LcYyULVysyIuWrw8oEP62QnjmywSOamTcao1FSNluiacxYcdVK6yZe6SDMjWkqFoomi7ao2x1qKuRvEUBpNyoQ\/lF65DOvtOihP9eOsZ4rTqYE0jaMGOKlh\/5mAphLrQKwEbqjrRRZzfw4kE7zzpIUkZHnaPidtWjfEenSJvj6FQdUW5PvPHcwYA\/t2sGyRwpSuxmkdbUXk\/1FC2zlXQdBV4rDftfz1vrJQUa5g77qqjJg5ckPHusv1CvAo9kouP7wxvX0wAY+CC2Lbuqt6kSfP7HQ3a4PRy1JiH12pnvV710nX7WUeB5w\/Jujk4AzkRBHcDRTopBZ0hTaSJ+wzBuZz1Rlvr0Je9KqeSX+qlM\/TXTtgejCClHP2wqr2U\/FimnnWk6CjzGtVmdyIWwwyqZ2WpnbMi2LGPhvN0EDNSZTVA+eWHQO0XK5rfkv0TV+AR4ZsjU7JFHHlnYtaMsL499vmainXyBivKno8DL\/95BSJCiDSuajkuhUbdCkbJj4EkKs9pOgk57gE4\/bL2sRXhIi5C+fq6TX6wo6U\/4IKNvRfNWptMOB1JWfmzjOv+8WrqOAi+17P\/+tNrZfFm9cd3b7VUfkDvqUQw0DRKDWy99tWeRr9k+ypfPm79WX+XzaEM+Xa8BLyovz81zIAbUysWJJ55Y2JktH5Nhiy22SCsIrahaoGVjipDh9FYWSU1iW44L4nC3NCm9SZClyfzzEnjBqQF05hqx17nWunq1rnA4W1cFlLzkqZa22j0Aks+SnqVQNqbfzR0xYkQCIRvYTyGITLHe7rk2vt4VMBrLgKecckqKzVN+CbxqXO6n9wy+w7qn5bhm3CnNdi3qZieKvQMsuwD9WJ7Ff1\/g8pkTk0nhT2xRS38+teGzZn5M2WdKBA+gEnjNjkQf5CNx2IC+1OUDk73lGjFJVB+gkZjiAO378HXV+OaNmb99yr4EL2TK92KoVod82m0dugReHwCnHVWaVJB4giJ6Kx5PtImlNlIPWVMW7k7Ncu3wPVKnwqWkI+0ibUyCQmIGD0qJF5wYAGeDx1EOcOL8elPVYk+Ah63oJwUQEG666abZXXfdlcK6bEIiiTnDkRUfaeT1kaSgEnjBiQFwpuZMLEgYAZaicopSqEgqr5nJhXrkEzPoG8i33nprAlKoVpKOfcdB7ctj119\/fVLDZreCV818BRwHlcALTgyAM\/BQe2aKe+65Z2EbD2DYZaSUHV9BzQDQ7NgkQl4\/C0+iiUgXf8eus0Jiu6MZLVBy4\/jkCWmX\/8B5CbwYhQFwpq7YT3xmu+6660h+sXrNBxKSLgDTDOCifMCz68wyJdB5GdxzDmIK+A5yPFe3I08JeBoiYysNyhdaXneOA5bv2FhcGs3YeGGnaWEr4w1I2lGLlF1v1p1+RE9INW+4aXAYhbUKLO\/3HQesGPhcnKgUP9FE7RYhIOB\/sw7M6dwK4IrUVyTNIMYfUWnvAiOwEYO1SAVlmvZxwIxW9LEdbHx59SROvlZAY2sNHTo0f7tPr0fp8r\/8h\/+F7cDn4iipf3KAxLury23hC\/l+kK5ZVdsvJJ5wHxtzS+r\/HOAPs5fVL\/uQeNRuUWIbDu7aYkrlsvNQXwKwnNUWHbl+ko5GslxlQ3XE1\/XUNAD7nwoE7Ykh5fPGOBCSSgi7sKiigaCA5+B8juvGav5tam1RVpylcB1HLS9JpC8l3m952m\/vGGgTQa4Mrop67orKTuQBZ\/CRe81QgKeyjDwQeyq7BF4znO+jPAYT6Li+TjrppIa+FmVWK7BAtEje2dtMV6h7G8\/9mB8nsXmCQE8S2LUlPbaoj\/e4BlTeEo7n+FZNCbxmON+HeQwiN4rlqaKBoABLUpKQtVRgrS6FdMw\/N7nxU2P8iV4En6TVJmu0wp489+tPTIL4VSPAt2xn1QWVwMtztJ9fA4FDWJQfHW7GndJoF0NlhpvN\/0Dmq1CAD9DA5gcJHQBH8pF2HNbrrrtu99Ie0CvHuQReoyPRh+kNukNkig\/89FY8nhkxyUVqIWozQpyselntAkAvBFXO0e1\/qysWJqwRc9kJJpAGlcBLbBg4f0gLqxe++t7I5KKVHgId0JgVI1LLC8DO8wMyIot9vs4PMYs2Zted2\/VtF+ksw\/olSz9oI5rF7wPzKZbAa2VEejkvNUua2CB\/xhln9IqqrdVFeynYebfffnsKefcpuqWXXjolJxHtCQmKCZHJCOlYAi84M8DOwNeX5JuBvt3iu8Z+idsOM8t5JF\/8LKnQeNIPQP3srPPaa6\/dLaVLideXIzhA6ybBRBpTs1ZPqFN7aEXLeCYSWaSyoBPuFh\/l9LFwUpDUpqZL4A3AwWc7GcC+IgAbNmxYsuFIX+1BAAV4wChCmq2XQNZl00XUU7S7BF5fjV4L9faHmEl2Wj1KdlyVNICI\/j9euV4p5bOSA23mQAm8NjO0N4rjUhnoVF9eDvTe\/Q7bz56KoN2i3Qu7qlp6qi+ehxqslq7d90rgtZujHSyPpOPEtRzFWTu4K7DT\/4x5y1d+u8PKAceyfazOwNQToHp63okupV\/26UTBZZnt5wDJZL8FR6xN1SKSHbYuDB8+PLkuzB7tZ7Ugb5O1M8Bycdj7ap0VSN3vjbXeWlwogVeLM\/38frhUQvXylzmA03frhE5x6nJp+MbJ008\/nSQf4FrrBUZSkbQ0AyUtOX+FNVmTdW1dlTQEZm4SB2rWxtS2kK4l8Po5wNrRPAMevjZA5PAVukRaWm994oknkgOYT86iv5UJ1ySm9PF5CkEJgAqYvo0HpEBJ3VPrAgOAMnx29dpeAq8edwboM0DLEymTlzb5Z5XXJi5AaYmLxCQ9H3\/88WRXAipQukdVAyF7U+SJODsfBlePaBSfNgNA6dx3Bk735CuBV8n538H\/lcDTJfeaVZF5lnBeA58DMNmbJKglMsCk4oGWHUmtu0diAiMJKb8ghxJ4ea6W1y1zAMCBjeQERkB09r9v6PldW+q9BF7LrC4LaJQDJkEl8BrlWpm+EAdIvrAtZYjrmNX+FwXWm52tR5a3AAAAAElFTkSuQmCC\" style=\"height: 157px; width: 250px;\"><br>Hasil pengukuran benda yang ditunjukkan pada mikrometer sekrup tersebut adalah ... .<br type=\"_moz\"><\/p>",
        "A": "<p>6,34 mm<br type=\"_moz\"><\/p>",
        "B": "<p>6,35 mm<br type=\"_moz\"><\/p>",
        "C": "<p>6,50 mm<br type=\"_moz\"><\/p>",
        "D": "<p>6,84 mm<br type=\"_moz\"><\/p>",
        "E": "<p>6,90 mm<br type=\"_moz\"><\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "12",
        "Soal": "<p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Perhatikan hasil pengukuran berikut!<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p><p style=\"margin-left:48px; text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><strong><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\"><img 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\" 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\" style=\"height: 150px; width: 250px;\"><\/span><\/span><\/strong><\/span><\/span><br type=\"_moz\"><\/p><p style=\"text-align:justify\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Massa benda M berdasarkan hasil pengukuran adalah<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,202 kg<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "B": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,220 kg<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "C": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1,400 kg<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "D": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">12,000 kg<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "E": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-size:11.0pt\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">20,000 kg<\/span><\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "Kunci": "A",
        "tipe": "pilihan"
    },
    {
        "Number": "13",
        "Soal": "<p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Sebagai cabang dari sains, hakikt ilmu fisika adalah sebagai \u2026<\/span><\/span><\/span>.<br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Proses, Produk dan Pengetahuan <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "B": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Produk,pengamatan dan sikap<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "C": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Pengetahuan, proses dan produk <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "D": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Proses, produk dan sikap<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "E": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Sikap, pengetahuan dan produk <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "Kunci": "D",
        "tipe": "pilihan"
    },
    {
        "Number": "14",
        "Soal": "<p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Berikut langkah-langkah dalam melakukan penelitian.<\/span><\/span><\/span><br type=\"_moz\"><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">1)Menarik kesimpulan<\/span><\/span><\/span><br type=\"_moz\"><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">2)Membuat hipotesis<\/span><\/span><\/span><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3)Melakukan observasi<\/span><\/span><\/span><br type=\"_moz\"><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">4)Merumuskan masalah<\/span><\/span><\/span><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">5)Menganalisis data<\/span><\/span><\/span><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">6)Melakukan eksperimen<\/span><\/span><\/span><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">7)Mengumpulkan data<\/span><\/span><\/span><br type=\"_moz\"><\/p><p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Berdasarkan langkah-langkah tersebut, urutan yang tepat dalam metode ilmiah adalah \u2026.<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">2-3-4-5-6-7-1&nbsp; <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "B": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3-4-5-2-7-6-1<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "C": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">3-4-7-2-6-5-1 <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "D": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">4-5-6-2-3-7-1<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "E": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">4-5-6-2-7-3-1<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "Kunci": "C",
        "tipe": "pilihan"
    },
    {
        "Number": "15",
        "Soal": "<p style=\"margin-left:19px\"><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Urutan langkah-langkah dalam metode ilmiah yang tepat adalah ....<\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "A": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Hipotesis \u2013 Merumuskan masalah \u2013 eksperimen \u2013 kesimpulan&nbsp; <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "B": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Hipotesis \u2013 eksperimen \u2013 merumuskan masalah \u2013 kesimpulan <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "C": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Eksperimen \u2013 hipotesis \u2013 merumuskan masalah \u2013 kesimpulan <\/span><\/span><\/span><\/p>",
        "D": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Merumuskan masalah \u2013 eksperimen \u2013 hipotesis \u2013 kesimpulan <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "E": "<p><span style=\"font-size:12pt\"><span style=\"font-family:&quot;Calibri&quot;,sans-serif\"><span style=\"font-family:&quot;Times New Roman&quot;,serif\">Merumuskan masalah \u2013 hipotesis \u2013 eksperimen \u2013 kesimpulan <\/span><\/span><\/span><br type=\"_moz\"><\/p>",
        "Kunci": "E",
        "tipe": "pilihan"
    }
]