A tank is in the form of a cuboid. It holds a
maximum of 540 m water. If the tank is 8 m
long and 15 m wide, then how many metres
2
deep must the water be when the tank is - full?
3
Answers
Answer:
4.5 meters deep must the water be when the tank.
Step-by-step explanation:
Given : A tank is in the form of a cuboid. It holds a maximum of 540 m³ water. If the tank is 8 m long and 15 m wide.
To find : How many meters deep must the water be when the tank ?
Solution :
The volume of the tank is given by,
\text{Volume}=\text{Length}\times \text{Breadth}\times \text{Height}Volume=Length×Breadth×Height
The volume is 540 m³.
The length is 8 m.
The breadth is 15 m.
Substitute the value,
540=8\times 15\times \text{Height}540=8×15×Height
\text{Height}=\frac{540}{8\times 15}Height=
8×15
540
\text{Height}=4.5Height=4.5
Therefore, 4.5 meters deep must the water be when the tank.
Question :-
- A tank is in the form of a cuboid. It holds a maximum of 540 m water. If the tank is 8m long and 15 m wide, then how many metres deep must the water be when the tank is full?
Given :-
- Volume of Cuboid = 540m³
- Length of the Cuboid = 8m
- Breadth of the Cuboid = 15m
To Find :-
- What is the Height of the Cuboid ?
Solution :-
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Verification :-
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Therefore, Height of Cuboid = 4.5m
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More For Knowledge :-
Rules of Cuboid
- Volume = Length × Breadth × Height
- Length = Volume / Breadth × Height
- Breadth = Volume / Length × Height
- Height = Volume / Length × Breadth
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