Volume Tabung dan Kerucut

Kerucut dan silinder memiliki tinggi yang sama, dan jari-jari alasnya 7 cm sama panjangnya.
[img]data:image/png;base64,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[/img][br]Gambar mana yang memiliki volume lebih besar?
Berikut ini adalah silinder dan kerucut yang memiliki tinggi yang sama dan diameter yang sama
[img]data:image/png;base64,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[/img][br]Berapakah volume setiap gambar?
Lani membuat topi ulang tahun seperti dibawah ini.
[img]data:image/png;base64,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[/img][br]Berapa volume topi ulang tahun yang dibuat Lani?
Beni membeli pipa untuk memperbaiki pipa air dirumahnya yang bocor. Pipa tersebut memiliki panjang 25 cm dan jari jari 7 cm. Hitunglah berapa volume pipa yang dibeli Beni?
Seorang petani bernama Pak Jono memiliki sebuah ember berbentuk tabung dengan jari-jari alas 10 cm dan tinggi 25 cm. Ember tersebut digunakan untuk menampung air. Hitunglah volume air yang dapat ditampung oleh ember tersebut!
Sebuah kolam renang berbentuk tabung memiliki diameter 8 m dan kedalaman 4 m. Di samping kolam, terdapat sebuah patung berbentuk kerucut yang memiliki jari-jari alas 2 m dan tinggi 3 m. Jika patung tersebut akan dimasukkan ke dalam kolam, berapa volume air yang akan tumpah akibat patung tersebut?
Sebuah tangki bahan bakar berbentuk tabung memiliki diameter 6 meter dan panjang 12 meter. Tangki tersebut digunakan untuk menyimpan bahan bakar cair. Suatu hari, bahan bakar tersebut akan dipindahkan ke dalam wadah lain yang berbentuk kerucut. Wadah kerucut tersebut memiliki jari-jari alas 3 meter dan tinggi 4 meter. Berapa banyak bahan bakar yang dapat dipindahkan dari tangki tabung ke wadah kerucut tersebut?
Sebuah pabrik air minum memiliki sebuah tabung besar dengan jari-jari alas 7 cm dan tinggi 14 cm. Pabrik tersebut ingin menghitung berapa banyak air yang bisa ditampung oleh tabung tersebut dalam liter. Tentukan volume tabung tersebut! Dan berapa banyak air yang bisa ditampung oleh tabung tersebut?
Sebuah menara air berbentuk kerucut yang digunakan untuk menyuplai air ke perumahan memiliki jari-jari alas 25 meter dan tinggi 40 meter. Menara ini terisi penuh dengan air yang ingin dibagikan ke seluruh rumah di sekitar perumahan. Jika satu liter air setara dengan 1000 cm³, berapa banyak air yang dapat ditampung oleh menara air tersebut dalam satuan liter?
Sebuah pabrik es krim sedang memproduksi es krim berbentuk kerucut raksasa untuk acara festival. Kerucut tersebut memiliki jari-jari alas 3 meter dan tinggi 7 meter. Jika pabrik ingin mengetahui berapa banyak es krim yang dibutuhkan untuk mengisi kerucut raksasa tersebut, berapa volume es krim dalam satuan liter yang diperlukan untuk mengisi kerucut tersebut?

Información