Pernyataan benar, alasan benar dan keduanya memiliki hubungan

pernyataan benar, alasan benar dan keduanya tidak memiliki hubungan

jika pernyataan benar dan alasan salah

jika pernyataan salah dan alasan benar

jika pernyataan salah dan alasan salah

<img 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" 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Kekalahan Jerman pada Perang Dunia II memicu kekalahan Blok Axis

SEBAB

Jepang tidak memiliki kekuatan setelah Kota Hiroshima dan Nagasaki dibom atom oleh Sekutu

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" style="width: 300px; height: 119px;" />

Soekarno dan Moh.Hatta dikirim ke Rengasdengklok sebagai upaya pengamanan dari pengaruh Jepang

SEBAB

Golongan muda menginginkan kemerdekaan Republik Indonesia bukan hadiah dari Jepang tetapi atas dasar perjuangan bangsa Indonesia

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" style="width: 300px; height: 119px;" />

Laksamana Maeda Tadashi adalah seorang petinggi militer Jepang yang tidak bersimpati terhadap perjuangan kemerdekaan bangsa Indonesia

SEBAB

Laksamana Maeda Tadashi meminjamkan rumah pribadi sebagai tempat untuk merumuskan teks proklamasi kemerdekaan atas dasar keinginan pribadi

sebagai seorang pelajar kita harus memiliki sikap yang kuat disertai mampu menerima perbedaan, saran dan kritik dari orang lain

sebagai seorang pelajar kita dituntut untuk harus siap menerima semua saran dari orang lain

sebagai seorang pelajar sikap menggalang persatuan dan kesatuan sangat dibutuhkan untuk Indonesia yang lebih baik

sebagai seorang pelajar sikap toleransi selalu dikedepankan

sebagai seorang pelajar harus menghormati orang yang lebih tua

Makna yang dapat kita ambil sebagai pelajar dari Peristiwa Rengasdengklok adalah&hellip;.

menyelesaikan peperangan dengan peperangan<img align="middle" alt="undefined" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYKABAAAAVQAB8vOvGAAAAE50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48L21hdGg+SHplFQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="4" />&nbsp;

menyelesaikan peperangan dengan kekerasan<img align="middle" alt="undefined" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYKABAAAAVQAB8vOvGAAAAE50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48L21hdGg+SHplFQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="4" />&nbsp;

bersikap menerima setelah mengalami kekalahan<img align="middle" alt="undefined" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYKABAAAAVQAB8vOvGAAAAE50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48L21hdGg+SHplFQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="4" />&nbsp;

mampu menyesuaikan diri dengan keadaan yang ada<img align="middle" alt="undefined" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYKABAAAAVQAB8vOvGAAAAE50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48L21hdGg+SHplFQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="4" />&nbsp;

mampu bangkit dari keterpurukan dengan menjadi lebih baik lagi<img align="middle" alt="undefined" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYKABAAAAVQAB8vOvGAAAAE50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48L21hdGg+SHplFQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="4" />&nbsp;

Makna yang dapat kita ambil dari peristiwa menyerahnya Jepang terhadap Sekutu adalah ....<img align="middle" alt="undefined" class="Wirisformula" data-latex="\;" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYKABAAAAVQAB8vOvGAAAAE50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48L21hdGg+SHplFQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="4" />&nbsp;