Mencari Tinggi Balok Jikalau Diketahui Volume Dan Luas Bantalan

Rumus Luas Permukaan Balok dan Contoh Soal Rumus Menghitung Tinggi Balok Pada berdiri ruang balok terdapat beberapa rusuk yang bertindak sebagai :panjang (p), lebar(l) dan tinggi (t) seperti yang ditunjukkan oleh gambar di bawah ini :

Volume Balok = p x l x t

l yakni lebar
p yaitu panjang
t adalah tinggi

Jika kita perhatikan gambar bangkit ruang balok di atas, ada area yang diwarnai kuning. Area yang berwarna kuning tersebut disebagai bantalan. Sedangkan rumus untuk mencari luas alasnya yakni :

Luas alas = p x l

Dengan demikian rumus volume balok menjadi :

Volume Balok = Luas alas x t

Lalu bagaimana cara mencari tinggi balok jika diketahui volume dan luas bantalan ? Rumus untuk mengkalkulasikan tinggi balok jika volume dan luas alasnya dikenali yaitu :

t =

Volume Balok / Luas ganjal

Contoh Soal Menghitung Tinggi Balok Soal No.1 Luas bantalan sebuah balok yaitu 80 cm² dan volumenya 320 cm³. Hitunglah tinggi balok tersebut ? Pembahasan Luas bantalan = 80 cm²
Volume Balok = 320 cm³

t =

Volume Balok / Luas bantalan

t =

320 / 80

t = 4 cm

Kaprikornus tinggi balok tersebut adalah 4 cm

Soal No.2 Sebuah balok mempunyai volume 140 cm³ . Jika luas alasnya 28 cm² . Tentukan tinggi balok tersebut ? Pembahasan Volume Balok = 140 cm³
Luas bantalan = 28 cm²

t =

Volume Balok / Luas ganjal

t =

140 / 28

t = 5 cm

Kaprikornus tinggi balok tersebut yakni 5 cm

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