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May 5, 2014 - PowerPoint Presentation: PENGERTIAN TABUNG Menurut Iwan Junaedi dkk, Tabung adalah suatu bangun ruang yang

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Presentation Transcript PowerPoint Presentation:TABUNG Desi Rahmawati Devi Dwi Ristianti PowerPoint Presentation:PENGERTIAN TABUNG Menurut Iwan Junaedi dkk, Tabung adalah suatu bangun ruang yang dibatasi dua buah bidang lingkaran yang kongruen sebagai bidang alas dan bidang atas tabung, serta sebuah bidang lengkung yang melingkar sebesar keliling bidang alas. Tabung juga dapat dipikirkan sebagai sebuah prisma beraturan yang banyaknya sisi digandakan terus menerus sehingga menjadi tak terhingga banyaknya.

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Gambar tabung dari berbagai segi:Gambar tabung dari berbagai segi PowerPoint Presentation:UNSUR-UNSUR TABUNG Ada dua sisi, yaitu sisi alas dan sisi atas yang sama bentuk dan ukuran serta sejajar Jarak alas dan tutup disebut tinggi tabung. Jari-jari lingkaran dan diameter Selimut tabung merupakan bidang lengkung. Selimut tabung PowerPoint Presentation:SIFAT – SIFAT TABUNG Tabung bagian alas dan bagian atas berbentuk lingkaran dan besarnya sama. Memiliki 3 sisi yaitu alas, atap dan bagian selimutnya. Tidak memiliki titik sudut. Tabung memiliki 2 buah rusuk yaitu yang melingkari alas dan atasnya. Tinggi tabung adalah jarak titik pusat bidang lingkaran alas dengan titik pusat lingkaran atas, Bidang tegak tabung berupa lengkungan yang disebut selimut tabung. atap alas selimut PowerPoint Presentation:JARING-JARING TABUNG Selimut tabung yang berupa persegi panjang, dengan panjang selimut sama dengan keliling lingkaran alas tabung 2r dan lebar selimut sama dengan tinggi tabung t. Dua lingkaran dengan jari-jari r PowerPoint Presentation:LUAS PERMUKAAN TABUNG PowerPoint Presentation:LUAS PERMUKAAN TABUNG r² r² 2 r ² t PowerPoint Presentation:MENEMUKAN RUMUS VOLUME TABUNG t r t r r Potonglah tabung menjadi 12 bagian seperti gambar berikut Susun hingga membentuk prisma PowerPoint Presentation:Dari kegiatan tersebut dapat disimpulkan: Volume Tabung = Volume Prisma = L. alas Prisma x t Prisma = L. alas Tabung x t Tabung = luas lingkaran x t = r 2 x t = r 2 t Jadi Volume Tabung = r 2 t Contoh benda konkrit tabung:Contoh benda konkrit tabung Kaleng makanan Drum Tabung pemadam kebakaran Kaleng Bedug Drum minyak PowerPoint Presentation:Batu baterai Pralon Toples Tempat minum Kaleng susu

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