Gunakan AGeogebra ini untuk membantu kalian mengerjakan project matematika yang diberikan mengenai Teorema Varignon.[list][*]Gunakan [icon]/images/ggb/toolbar/mode_point.png[/icon] untuk membuat 4 titik acak (A,B,C,D).[br][/*][*]Gunakan [icon]/images/ggb/toolbar/mode_segment.png[/icon] untuk menghubungkan titik-titik yang ada dan membentuk sebarang segiempat. [/*][*]Gunakan [icon]/images/ggb/toolbar/mode_midpoint.png[/icon] untuk menemukan titik tengah tiap sisi .[br][/*][*]Gunakan [icon]https://www.geogebra.org/images/ggb/toolbar/mode_polygon.png[/icon] untuk menghubungkan 4 titik tengah yang ada. [/*][*]Gunakan [icon]/images/ggb/toolbar/mode_move.png[/icon] untuk memindahkan keempat titik yang ada (membentuk sebarang segiempat yang baru)[/*][/list][br]1. Apa yang kamu dapatkan dari segiempat bayang yang terbentuk?[br][br]2. Gunakan [img]data:image/png;base64,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[/img] untuk mengecek jawabanmu pada nomer 1.