Question

A tank of length 32 m and breadth 20 m is filled with water. The depth of
water in the tank is 2.4 m. Calculate the volume of water contained in the
tank.

Answer 1

Answer:

$1536 \: {m}^{3}$

Explanation:

$\mathtt{The \: tank \: is \: in \: the \: form \: of \: cuboid,}$

$\huge \color{blue} \boxed{ \color{orange}\boxed{ \color{red} \boxed{\mathfrak{ \color{red} \colorbox{yellow}{Given :-}}}}}$

$\color{red} \mathfrak{ : \implies \: length = 32 \: m}$

$\color{red}\mathfrak{ :\implies \: breadth = 20 \: m}$

$\color{red} \mathfrak{ : \implies \: height \: = 2.4 \: m}$

$\color{purple}\mathbb{We \: know \: that}$

$\implies\mathbb{Volume \: of \: Tank} = length \times breadth \times height$

$\mathbb{ \implies \: Volume \: of \: Tank = 32 \times 20 \times 2.4}$

$\implies\mathbb{Volume \: of \: Tank} = 1536 \: {m}^{3}$

Answer 2

Answer:

• 1536 m³

Step by step explanation:

GiVen:

• A tank of length 32 m and breadth 20 m is filled with water.
• The depth of water in the tank is 2.4 m.

To find:

• The volume of water contained in the tank?

Solution:

• Here, We'll calculate the volume of the cuboid by substituting the given values in the formula.

We know that,

★ Volume = lbh

• l = 32 m
• b = 20 m
• h = 2.4 m

Therefore,

⇏ Volume = 32 × 20 × 2.4

⇏ Volume = 1536 m³

∴ Hence, Volume of water contained in the tank is 1536 m³.

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★ Some Formulas related to it:

• Curved surface area of cuboid = 2(l + b)h
• Total surface area cuboid = 2(lb + bh + hl)
• Volume of cube = (side)³
• Curved surface area of cube = 4a²
• Volume of cube = a³
• Total surface area of cube = 6a²