Question

Volume of a cubical box is 216m3

. Find the length of the side of the box​

Answer 1

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Answer 2

Question ::-

Volume of a cubical box is 216${m}^{3}$. Find the length of the side of the box?

Given ::-

• Volume of cube = 216${m}^{3}$

To find ::-

• Side of cube ?

Formula used ::-

$: \: ⟼ \: \: volume \: = {(side)}^{3}$

Solution ::-

$: \: ⟼ \: \: volume \: = {(side)}^{3}$

$: \: ⟼ \: \: 216 \: = {(side)}^{3}$

$: \: ⟼ \: \: \ \sqrt[3]{216} \: = side$

$: \: ⟼ \: \: 6 \: = side$

Hence , the side of cubical box = 6m

More about it ::-

(1). volume of cube = S × S × S (s = side)

(2). Surface area of cube = ${6a}^{2}$

(3). Lateral surface area = ${4a}^{2}$