Question

18. The length , breadth and height of a cuboidal tank are 4m ,2m and 0.75m respectively.

_____________ litres of water can be filled in this tank.

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Answer 1

Answer:

6m³

Step-by-step explanation:

lbh = Volume of Cuboidal tank

4×2×0.75 = 6m³

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Answer 2

AnswEr-:

• $\boxed {\sf{ 6000\: liters \:of\:water\:can\:be\:filled\:in\:this\:cubodial\:tank.}}$

Explanation-:

• $\sf{Given \:That\:-:}$

• Length of tank is 4m .
• Breadth of tank is 2m
• Height of tank is 0.75 m

• $\sf{To\:Find\:-:}$

• How many litres of water can be filled in this tank .

$\mathrm{\dag{Solution \:of\:Question-:}$

• $\underbrace {\mathrm{Understanding \:the \:Concept \;-: }}$

• We have to find how many litres of water can be filled in the cubodial tank

• For this we have to find the volume and we will get volume in cubic units (m³) .

• And we know that [ 1m³ = 1000 liters ] and then by applying this formula

• We can get the how many litre of water can be filled in this tank .

$\boxed{\underline {\red{\sf{Volume \:of\:Cubodial \:tank\:= Length \times Breadth \times Height}}}}$

• $\mathrm{Here-:}$

• Length of tank is 4m .
• Breadth of tank is 2m .
• Height of tank is 0.75 m .

Now , By Putting known Values in Formula for Volume of Cubodial Tank-:

• $\longrightarrow {\mathrm{Volume _{Cubodial\:Tank}-: 4 \times 2 \times 0.75 }}$

• $\longrightarrow {\mathrm{Volume _{Cubodial\:Tank}-: 8 \times 0.75 }}$

• $\longrightarrow {\mathrm{Volume _{Cubodial\:Tank}-: 6 m^{3} }}$

$\sf{Therefore \:-:}$

• $\boxed {\mathrm{Volume _{Cubodial\:Tank}-: 6 m^{3} }}$

As, We know that,

• [ 1m³ = 1000 liters ]

• Then ,

• $\longrightarrow {\sf{6m^{3} = 6 \times 1000 = 6000 liters .}}$

$\dag{\sf{Hence \:-:}}$

• $\boxed {\sf{ 6000\: liters \:of\:water\:can\:be\:filled\:in\:this\:cubodial\:tank.}}$

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