Proses terjadinya mutasi disebut &hellip;.

Mutasi yang menyebabkan fenotip organisme yang awalnya normal menjadi abnormal disebut &hellip;.

pengaruh sinar X dapat meningkatkan kejadian mutasi

perubahan fenotip yang tiba-tiba muncul pada keturunan bunga Oenothera lamarckiana akibat mutasi

perubahan pada suatu organisme berjalan lambat dan bertahap dari waktu ke waktu

menemukan adanya lalat buah jantan yang memiliki mata berwarna putih yang diduga sebagai mutan

Istilah mutasi pertama kali digunakan oleh seorang ahli botani dan genetika berkebangsaan Belanda bernama Hugo de Vries yaitu ketika Hugo de Vries mengamati &hellip;.

Perhatikan tabel di bawah ini!

<img src="data:image/png;base64,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" style="width: 300px; height: 97px;" />

Pasangan yang tepat antara dasar klasifikasi dan klasifikasinya ditunjukkan oleh nomor &hellip;.

sinar X dapat meningkatkan kejadian mutasi<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;

perubahan fenotip yang tiba-tiba muncul pada keturunan bunga Oenothera lamarckiana akibat mutasi<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;

perubahan evolusi pada suatu organisme berjalan lambat dan bertahap dari waktu ke waktu&nbsp;<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;

menemukan adanya lalat buah jantan yang memiliki mata berwarna putih yang diduga sebagai mutan<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;

menemukan adanya lalat buah jantan yang memiliki mata berwarna merah yang diduga sebagai mutan<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;

Pernyataan yang tepat mengenai penemuan Thomas Hunt Morgan adalah &hellip;.<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;&nbsp;