[br]Tabung merupakan bangun ruang yang memiliki tiga buah[br]permukaan, yang terdiri daridua bidang datar berbetuk lingkaran yaitu bidang[br]alas dan bidang atas, serta satu bidang sisi tegak yang berupa bidang lengkung[br][br][b][color=#1e84cc]Unsur-unsur tabung[/color][/b][br]a. Tabung memiliki 3 bidang sisi, yaitu bidang sisi alas yang disebut alas, bidang lengkung yang disebut dengan selimut tabung dan bidang atas yang disebut tutup.[br]b. Sisi alas dan sisi atas tabung berbentuk lingkaran yang kongruen dan sejajar. [br]c. Sisi lengkung jika dibentangkan akan berbentuk persegipanjang dengan ukuran panjang = keliling[br]alas tabung lebar = tinggi tabung[br]d. Tabung merupakan prisma yang alasnya berupa lingkaran.[br][color=#1e84cc][br][b]Jaring -jaring tabung[/b][/color][br]a. Dua buah lingkaraan (alas dan tabung ) yang kongruen dengan jari-jari [img width=7,height=20]file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image002.png[/img][br]b. Sebuah selimut yang berbentuk persegi panjang denngan ukuran [br]Panjang = keliling lingkaran alas = [math]2\pi r[/math][br]Lebar = tinggi tabung =[img width=10,height=20]file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image006.png[/img][math]t[/math][br][br][img]data:image/png;base64,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[/img][br]