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Why might knowing the volume of an object be important in life?
Wiki User
∙ 10y ago
If you build Swimming Pools, you need to know how much water can fit in it to market it properly.
If you own a farm with a grain silo, you need to know how much grain the silo can hold.
If you're blacktopping a driveway, you have to be able to figure out the area of the surface to charge them properly. You'll need this to know how much tar is required depending on how thin or think the coating needs to be (volume).
If you're gold-plating wire, you need to know how much gold is required so you're not wasting money.
I know you're not likely going to do all of these, and some are pretty out there, but these are real examples of how volume and area are used. -Agnes
Wiki User
∙ 10y ago
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What is the volume of a square pyramid measured in?
The volume of any object is measured in cubic units of length - whatever the shape of the object. The only thing that might change are the units of length themselves: if you are imperial minded, then the volume of a model pyramid would be measured in cubic inches, that of the Egyptian or Central/South American ones would be in cubic yards. If you are SI minded, then you will prefer cubic centimetres or cubic metres.
What are real life examples where finding the volume of a sphere might be useful?
When taking a math examination is the most important real life example.
How can you find the volume of a cube and of an irregularly shape object?
To find the volume of a cube, just measure one edge, and then take the third power of that number (which is to say, it gets multiplied by itself 3 times, so for an edge that it 2" long, you would have 2 x 2 x 2 = 8 cubic inches). To find the volume of an irregularly shaped object, you need a graduated cylinder. You immerse the object in water, and you observe how far the water level rises in the cylinder. If the object is soluble in water, you might use some other liquid such as cooking oil.
What is the volume of an aquiarm that is 120 cm long 60cm wide and 100cm high?
The volume of the aquiarm - whatever that might be - is 720,000 cm3 or 0.72 m3The volume of the aquiarm - whatever that might be - is 720,000 cm3 or 0.72 m3The volume of the aquiarm - whatever that might be - is 720,000 cm3 or 0.72 m3The volume of the aquiarm - whatever that might be - is 720,000 cm3 or 0.72 m3
What tool is used to measure volume of an irregularly shaped object?
This would be called a graduated cillender. But the ccs vary in this tool...from 100 to 1000 * * * * * A graduated CYLINDER might be a better choice!
Is the volume of an object the same as its capacity?
No, capacity requires knowing the size of the objects filling the volume. Something might be 2 m3 but that doesn't mean its truck capacity is 2. As a matter of fact, its truck capacity would be zero.
If volume is measured in cubic units how might we calculate the volume of an object?
Volume is length*width*height in cubic units. If this is not possible then when an object is immersed in water the water displaced is equal to the volume of the object which was discovered by Archimedes.
Why might the volume of one object differ from the sum of the volumes of its parts and the volume of another object equal the sum of the volumes of its parts?
the volume of its parts would be equal to the amount off butts an object gives off
Does freezing affect the weight of an object?
Freezing typically does not affect the weight of an object. When an object is frozen, it undergoes a phase change from liquid to solid, but its mass remains the same. However, freezing can cause a slight expansion in volume due to the change in state.
How the density of a regular and irregular objects determined?
The density of a regular object can be determined by dividing the object's mass by its volume. For an irregular object, its density can be found by dividing its mass by the displacement of water when the object is submerged, also known as the buoyant force.
How can and object with little mass be denser than an object with more mass?
Density is the mass of an object divided by its volume. An object with little mass but a very small volume can still have a high density because density is a measure of how much mass is packed into a given volume. Conversely, an object with more mass but a larger volume might have a lower density because the mass is spread out over a larger area.
How might someone find the volume in a small chunk of gold?
how small? To find to volume of an irregular object measure how many mL of water it displaces.
How does a heavy object have the same volume as a light object?
Volume is a measure of the amount of space an object takes up, regardless of its weight. Two objects with the same volume can have different weights depending on their density. A heavy object might have the same volume as a lighter object if it is made of a denser material.
For what reasons might a designer need to know the volume and surface area of an object?
Designers must know the volume and surface area of an object because they must know how much space the object has inside it to put mabey parts in the object and to see how much the object weighs to see if it can fit somewhere without breaking it
What is the difference in finding the density in a regular object and a irregular object?
In a regular object, the density can be calculated by dividing its mass by its volume using straightforward geometric formulas. In an irregular object, the volume might need to be determined through methods like water displacement or computer modeling, as it cannot be easily measured. The density is then calculated in the same way by dividing the mass by the volume.
Why might an object float in water?
An object will float in water if it has a lower density than the water. This means that the weight of the water displaced by the object is greater than the weight of the object itself, causing it to float. buoyant force helps keep the object afloat.
Volume of an irregulary shaped object?
To calculate the volume of an irregularly shaped object, you can use the displacement method. This involves submerging the object in a known volume of liquid and measuring the amount it displaces. The displaced liquid volume will be equal to the volume of the irregularly shaped object.
