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ngth, aj b) The capacity of a cubical water tank is 343000cm³. (ii) How hi (i) What is the volume of the tank?​

2 Answers

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Explanation:

(i) the volume is 343000cm³

(ii) Height = ³√ 343000cm³

= 70cm

User Dominic Mitchell
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Answer: (i) The volume of the tank is given as 343,000 cm³.

(ii) To calculate the height of the tank, we can use the formula for the volume of a cube:

Volume = Side length^3

Since the tank is cubical, all sides are equal in length. Let's denote the side length as "s".

According to the given information, the volume of the tank is 343,000 cm³. We can set up the equation:

s^3 = 343,000

To find the side length (s), we need to take the cube root of both sides of the equation:

s = ∛343,000

Using a calculator or a cube root function, we find that the cube root of 343,000 is approximately 70.42.

Therefore, the side length of the tank (and also its height) is approximately 70.42 cm.

User Trevor Boyd Smith
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