Materi Kerucut

Kerucut
[br]Kerucut merupakan bangun ruang yang memiliki dua permukan,[br]yaitu bidang alas yang berupa lingkaran dan bidang sisi tegak yang berupa[br]bidang lengkung. Bidang sisi tegak dinamakan selimut kerucut.[br][color=#1e84cc][br][b]Unsur-unsur kerucut[/b][/color][br]a.  Memiliki 2 bidang sisi yaitu sisi alas dan sisi lengkung yang di sebut selimut.[br]b.  Sisi alasnya berbentuk lingkaran.[br]c.   Sisi lengkung kerucut jika dibentangkan akan berbentuk juring lingkaran. [br]d.   Kerucut memiliki garis pelukis yang menghubungkan titik puncak dengan rusuk alasnya. [br]e.   Antara jari−jari alas (r) tinggi kerucut (t) dan garis pelukis (s) memiliki hubungan[br][br][b][color=#1e84cc]Jaring -jaring kerucut[/color][/b][br]Jaring−jaring kerucut terdiri dari sebuah lingkaran yang[br]merupakan alas kerucut dan sebuah juring lingkaran yang merupakan selimut[br]kerucut.[br][br][img]data:image/png;base64,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[/img][br]

Information: Materi Kerucut