Find volume in liters online calculator. How to calculate the volume of a box? Perspective calculation of public institutions

In the world, quite a lot of objects have a cylindrical shape, the volume of which periodically has to be calculated. This can be a culinary task, or it can be useful in construction. In this case, the scope of use is not so important, but the calculation method is important. In mathematics, which describes various objects and phenomena of our life, theorems and formulas are such means.

Algorithm for determining the volume of a cylinder

Let's return to the method of calculating the volume of a cylinder if its height and radius are known. To begin, you will need to answer a number of simple questions. First you need to determine which cylinder is in front of you.

The classic ideal option is often considered, when a cylinder is obtained by rotating a rectangle around one of its sides, and then the bases are circles, the radii of which are equal to each other, and the height is the generatrix. Such a cylinder is called a straight round cylinder.

The second task in determining the volume of a cylinder is finding the height. Using the rule will be as easy as shelling pears. It is enough just to connect the centers of the circles with each other.

How to calculate the volume of a round straight cylinder

The volume of a round straight cylinder is the product of the area of ​​the circle at the base of the cylinder times the height and is expressed by the following formula:

V = P*R 2 *H, where:

• V is the volume of the cylinder;
• Π = 3.14 and is a constant value;
• R - radius;
• H - height.

Solution: V = 3.14*6*2*2=75.36 cm3.

How to calculate the volume of a truncated circular cylinder

The situation changes if we are dealing with a truncated circular cylinder. A distinctive feature of this type of cylinder from the classic one may be that its bases do not lie on parallel planes, and therefore the formula for calculating the volume of a cylinder takes on a slightly different form:

V = P*R 2 *(H 1 +H 2)/2, where:

• V is the volume of the cylinder;
• R - radius;
• H1 - high height;
• H2 - lower height.

Solution: V = 3.14*3*3*(5+3)/2 = 113.04 cm 3.

The heights are numbered randomly, so that for solving a specific problem the order can be chosen by the participant himself. As you know, rearranging the places does not change the amount.

There are other types of cylinders, for example: elliptical, parabolic and hyperbolic. They are described by second-order equations, and completely different parameters are needed to calculate their volume.

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All values ​​are indicated in mm

H— Liquid level.

Y— The tank is tall.

L— Length of the container.

X— The reservoir is wide.

This program calculates the volume of liquid in rectangular containers of various sizes; it will also help calculate the surface area of ​​the reservoir, free and total volume.

Based on the results of the calculation, you will learn:

• The total area of ​​the tank;
• Lateral surface area;
• Bottom area;
• Free volume;
• Amount of liquid;
• Capacity volume.

Technology for calculating the amount of liquid in tanks of various shapes

When a container has an irregular geometric shape (for example, in the form of a pyramid, parallelepiped, rectangle, etc.), it is necessary to first measure the internal linear dimensions and only then make calculations.

Calculating the volume of liquid in a small rectangular container can be done manually as follows. It is necessary to fill the entire tank with liquid to the brim. Then the volume of water in this case will become equal to the volume of the reservoir. Next, you should carefully drain all the water into separate containers. For example, in a special tank of the correct geometric shape or a measuring cylinder. Using the measuring scale you can visually determine the volume of your tank. To calculate the amount of liquid in a rectangular container, it is best for you to use our online program, which will quickly and accurately perform all calculations.

If the tank is large and it is impossible to measure the amount of liquid manually, then you can use the formula for the mass of a gas with a known molar mass. For example, the mass of nitrogen M = 0.028 kg/mol. These calculations are possible when the tank can be tightly closed (hermetically). Now, using a thermometer, we measure the temperature inside the tank, and the internal pressure with a pressure gauge. Temperature should be expressed in Kelvin and pressure in Pascals. The volume of internal gas can be calculated using the following formula (V=(m∙R∙T)/(M∙P)). That is, we multiply the gas mass (m) by its temperature (T) and gas constant (R). Next, the result obtained should be divided into gas pressure (P) and molar mass (M). The volume will be expressed in m³.

How to calculate and find out the volume of an aquarium by size yourself

Aquariums are glass vessels that are filled with clean water to a certain level. Many aquarium owners have repeatedly wondered how big their tank is and how the calculations can be done. The simplest and most reliable method is to use a tape measure and measure all the necessary parameters, which should be entered into the appropriate cells of our calculator, and you will immediately get the finished result.

However, there is another way to determine the volume of an aquarium, which involves a longer process, using a liter jar, gradually filling the entire container to the appropriate level.

The third method for calculating the volume of an aquarium is a special formula. We measure the depth of the tank, height and width in centimeters. For example, we got the following parameters: depth – 50 cm, height – 60 cm and width – 100 cm. According to these dimensions, the volume of the aquarium is calculated by the formula (V=X*Y*H) or 100x50x60=3000000 cm³. Next, we need to convert the resulting result into liters. To do this, multiply the finished value by 0.001. From here it follows - 0.001x3000000 centimeters, and we get that the volume of our tank will be 300 liters. We have calculated the full capacity of the container, then we need to calculate the actual water level.

Each aquarium is filled significantly lower than its actual height, in order to avoid overflow of water, and closed with a lid taking into account the screed. For example, when our aquarium is 60 centimeters high, then the glued ties will be located 3-5 centimeters lower. With our size of 60 centimeters, slightly less than 10% of the volume of the container falls on 5-centimeter ties. From here we can calculate the actual volume of 300 liters - 10% = 270 liters.

Important! You should subtract a few percent, taking into account the volume of the glass; the dimensions of the aquarium or any other container are taken from the outside (without taking into account the thickness of the glass).

From here the volume of our tank will be 260 liters.

Cylinder this is a geometric body that is formed by rotating a rectangle on an axis coinciding with one of its sides. Word " cylinder" comes from the Greek word " kylindros».

Calculating the volume of a cylinder

Calculating the volume of a cylinder produced according to the following formula:

V= π r 2 h

V- cylinder volume

h- cylinder height

r- base radius

π - 3.14

How to calculate cylinder volume, we all studied in high school, and this knowledge is most actively used in their work by designers of various machines and mechanisms, consumer goods, as well as architects.

Engineers have to produce calculation of cylinder volume in cases where they are engaged in the design of tasks equipped with columns. True, recently these architectural elements in their, so to speak, “ classic" variant (that is, together with the base and capital) are quite rare, but their " simplified» varieties consisting of one trunk (which, in fact, is cylinder) are used very widely. Restorers of various structures of great historical and cultural value often have to deal with columns; however, in their work, calculating the volume of a cylinder is far from the most common procedure. However, if we are talking about the complete restoration of columns lost for one reason or another, then this also has to be done.

This is carried out when a variety of containers of appropriate shape are being developed. As a clear example of such, we can cite, say, medical syringes, as well as thermos flasks. It should be noted that in the first case, a parameter such as volume is very important, since the exact amount of medication administered to the patient during injection depends on it.

In technology cylinders are extremely widespread: suffice it to say that almost all shafts and their individual components used, say, in internal combustion engines have their shape. Besides, calculation of cylinder volume- one of the most important tasks that designers have to solve when designing modern gasoline and diesel power units, because many of their characteristics depend on this parameter, and first of all such an important one as power. Almost all types ICE are equipped with pistons, which also have cylindrical shape.

Extremely common parts that are present in the design of many complex technical devices are roller bearings. As you can easily guess from their very name, one of their main components are durable and wear-resistant metal rollers that have a cylindrical shape. It is thanks to this geometry that these parts have a fairly large load-bearing capacity and, in most cases, are able to withstand very significant loads than their ball counterparts. Roller bearings are precision parts and therefore are designed and developed with the correct calculation of cylinder volume(in this case, the video) plays an important role.

Concrete solutions are used to construct the foundation, erect walls and fill the floor. Before starting activities, it is important to choose the design of the foundation, correctly calculate the overall level of costs and determine the required amount of building materials. Knowing how to calculate the volume of concrete, you can determine the estimated cost of construction activities, accurately plan the duration of concrete work and avoid unexpected costs. Let us dwell in detail on the methodology for performing calculations for various structures, as well as walls and floors.

Strip foundation diagram

What methods can you use to calculate the volume of concrete?

Construction work is preceded by project development. At this stage, the type of foundation base is determined, and the volume of concrete solution required for the construction of the foundation is calculated. At the design stage, the need for mortar for pouring monolithic walls and concrete floors is calculated. The cubic capacity of the concrete mixture required to complete the work is determined by the volume of the building structures being concreted.

Various methods are used to perform calculations:

• manual. It is based on calculating the volumes of the foundation, main walls and floor. The calculation is made using a regular calculator using school formulas for calculating volume and does not take into account the shrinkage coefficient of concrete. The resulting value differs slightly from the results of calculations using software;
• program. The initial data entered into the program about the type of foundation, its dimensions, design features and concrete grade are quickly processed. As a result, a fairly accurate result is produced, which you can use as a guide when purchasing building materials for constructing a foundation base, building walls or pouring a floor.

To obtain an accurate result, it is not enough to take into account only the internal size of the formwork. The second method is more accurate, since the online calculator takes into account all the data: type of foundation, cross-section of the foundation base, presence of reinforcement cage and brand of mortar.

Getting ready to determine the volume of concrete - how to calculate without errors

When preparing to perform calculations, you should remember that the need for a concrete mixture is determined in cubic meters, and not in kilograms, tons or liters. As a result of manual or software calculations, the volume of the binder solution will be determined, and not its mass. One of the main mistakes that novice developers make is performing calculations before the type of foundation has been determined.

The decision on the foundation design is made after completing the following work:

• carrying out geodetic measures to determine the properties of the soil, the level of freezing and the location of aquifers;
• calculations of the load capacity of the base. It is determined based on weight, structural features and natural factors.

• type of foundation being constructed;
• dimensions of the foundation, its configuration;
• brand of mixture used for concreting;
• depth of soil freezing.

The accuracy with which the volume of concrete is calculated depends on the data used for the calculation.

They are different for each type of foundation:

• when calculating the strip base, its dimensions and shape are taken into account;
• for a columnar base, it is important to know the number of concrete columns and their sizes;
• You can calculate a cube of concrete for a solid slab based on its thickness and dimensions.

The accuracy of the result depends on the completeness of the data used for calculation.

How to calculate concrete in cubes for a foundation

For all types of foundations, the need for concrete is determined by a formula that takes into account the total volume of foundation structures being erected. In this case, the part of the foundation that is poured into the ground must also be taken into account. To perform calculations, you should be guided by the dimensions specified in the design documentation.

• columnar;
• grillage

Determining the need for concrete mortar for each type of foundation has its own characteristics.

How to calculate a cube of concrete for a strip base

The tape type base is quite popular. It is used for the construction of private houses, outbuildings and country houses. The structure is a solid ribbon of concrete reinforced with steel rods. The monolithic tape follows the contour of the building, including internal partitions.

The volume of concrete for a monolithic strip foundation is calculated using the simple formula V = AxBxP. Let's decipher it:

• V is the need for concrete solution, expressed in cubic meters;
• A – thickness of the foundation tape;
• B – height of the belt base, including the underground part;
• P – perimeter of the formed strip contour.

By multiplying these parameters together, we calculate the total cubic capacity of the concrete solution.

Let's consider the calculation algorithm for a strip base with dimensions 6x8 m, thickness 0.5 m and height 1.2 m. Perform the calculation using the following algorithm:

1. Calculate the perimeter by doubling the length of the sides 2x(6+8)=28 m.
2. Calculate the cross-sectional area by multiplying the thickness and height of the tape 0.5x1.2=0.6 m2.
3. Determine the volume by multiplying the perimeter by the cross-sectional area 28x0.6 = 16.8 m 3.

The obtained result has a small error due to the fact that reinforced concrete reinforcement and shrinkage of the mixture during vibration compaction are not taken into account.

How to calculate a cube of concrete for a pile-type foundation

The base in the form of concrete columns is one of the simplest. It consists of reinforced concrete supports evenly spaced along the contour of the building, including at the corners of the building, as well as at the intersection of internal partitions with walls. Some of the supporting elements are located in the ground and transfer the load from the mass of the structure to the soil. The calculation algorithm involves determining the total need for concrete by multiplying the volume of individual columns by their number.

For calculations, use the formula – V=Sхn, which is deciphered as follows:

• V – amount of solution for filling columns;
• S – cross-sectional area of ​​the support element;
• n – total number of pile columns.

Using the example of the requirements of a project involving the installation of 40 piles with a diameter of 0.3 m and a total length of 1.8 m, we calculate the required amount of concrete:

1. Calculate the area of ​​the pile by multiplying the coefficient 3.14 by the square of the radius - 3.14x0.15x0.15=0.07065 m2.
2. Calculate the volume of one support by multiplying its area by its length - 0.07065x1.8=0.127 m3.
3. Determine the required amount of mixture by multiplying the volume of one pile by the total number of supports 0.127x40 = 5.08 m 3.

If the supporting columns have a rectangular cross-section, to calculate the cross-section it is necessary to multiply the width and thickness of the element.

How to calculate concrete for a columnar base with a reinforced concrete grillage

To increase the strength characteristics of the columnar base, the protruding parts of the supports are combined with a reinforced concrete structure, which is called a grillage. It is made in the form of a solid reinforced concrete strip or slab in which the column heads are concreted.

1. Determine the cross-sectional area of ​​the grillage by multiplying its thickness by its height;
2. Calculate the volume of the grillage by multiplying the cross-sectional area by the length of the structure.

The obtained value corresponds to the need for concrete mixture for concreting the grillage base.

We calculate the volume of concrete for a foundation in the form of a solid slab

Slab-type foundations are used on difficult soils with high moisture concentrations. Buildings without a basement are erected on it. This design allows you to evenly distribute the load from the mass of the structure on the soil and ensure increased rigidity and stability of the object being built. The use of reinforcement can increase the strength of a slab foundation. The structure is a reinforced concrete slab in the shape of a rectangular parallelepiped.

Explanation of symbols:

• V – volume of concrete composition for pouring the slab;
• S – area of ​​the slab base in cross section;
• L – length of the foundation structure.

For a foundation 12 m long, 10 m wide and 0.5 m thick, consider the calculation algorithm:

1. Determine the area by multiplying the width of the slab by its thickness 10x0.5 = 5 m 2.
2. Calculate the volume of the base by multiplying the length of the structure by the area 12x5 = 60 m 3.

The resulting value corresponds to the need for concrete mixture. If the slab foundation has a complex configuration, then it should be divided on the plan into simpler figures, and then the area and volume should be calculated for each.

How to correctly calculate a cube of concrete for building walls

To build massive buildings, strong boxes are constructed from concrete reinforced with steel reinforcement. To determine the need for building materials, builders are faced with the task of calculating the volume of concrete for such structures. To perform calculations, use the following formula – V=(S-S1)xH.

Let's decipher the notation included in the formula:

• V – the amount of concrete mixture for the construction of walls;
• S – total area of ​​the wall surface;
• S1 – total area of ​​window and door openings;
• H – height of the concrete wall box.

When performing calculations, the total area of ​​the openings is determined by summing up the individual openings. The calculation algorithm is reminiscent of determining the need for concrete for a slab base and can easily be done independently using a calculator.

How to calculate a cube of concrete for pouring a floor

To increase the load-bearing capacity of the floor and ensure its flatness, a concrete screed is used. After the concrete has hardened, this surface serves as the basis for laying floor coverings or ceramic tiles. To prevent cracking, the thickness of the concrete screed being formed is 5–10 cm. This is due to the fact that thinner material cracks during operation. It is important to correctly calculate the cube of concrete so that the formed screed is strong and has the thickness specified by the project.

The formula for determining the amount of solution V=Sxh is easy to decipher:

• V – amount of material being poured;
• S – total area of ​​the concrete screed;
• h – thickness of the concrete base.

Let's figure out how to perform calculations for a room with dimensions of 6x8 m and a concrete base thickness of 0.06 m:

1. Determine the area of ​​the floor surface by multiplying the length and width of the room - 6x8 = 48 m2.
2. Calculate the volume of poured concrete to form the screed by multiplying the area by the thickness of the layer - 48x0.06 = 2.88 m 3.

Guided by the above algorithm, you can easily determine the amount of concrete composition for concreting the floor. Situations arise when the rough surface has a slope. In this case, the formed screed has a different thickness according to the area of ​​the room. In this situation, you can use the average layer thickness, which reduces the accuracy of the calculations.

Conclusion - why you need to know how to calculate a cube of concrete

When engaged in construction and planning to make concrete mortar yourself or purchase it from reinforced concrete products enterprises in the required quantity, it is important to know how to calculate the volume of concrete. This will allow you to predict the amount of upcoming expenses, purchase construction materials in a timely manner, and complete the work as scheduled. You can make calculations either manually using a calculator or using software. The main thing is to master the calculation technique and use reliable data to determine the amount of concrete.

One of the most interesting problems in geometry, the result of which is important in physics, chemistry, and other fields, is the determination of volumes. While studying mathematics at school, children often wonder: “Why do we need this?” The world around us seems so simple and understandable that certain school knowledge is classified as “unnecessary”. But once you encounter, for example, transportation, the question arises of how to calculate the volume of cargo. Would you say that there is nothing simpler? You are wrong. Knowledge of calculation formulas, concepts of “substance density”, “volumetric density of bodies” become necessary.

School knowledge - practical basis

School teachers, teaching the basics of geometry, offer us the following definition of volume: the part of space occupied by a body. At the same time, formulas for determining volumes have been written down long ago, and they can be found in reference books. Humanity learned to determine the volume of a body of regular shape long before the appearance of Archimedes’ treatises. But only this great Greek thinker introduced a technique that makes it possible to determine the volume of any figure. His conclusions became the basis of integral calculus. Three-dimensional figures are those obtained by rotating flat objects.

Euclidean geometry allows one to determine volume with a certain accuracy:

The difference between flat and volumetric figures does not allow us to answer the question of some sufferers about how to calculate the volume of a rectangle. This is roughly the same as finding something I don’t know what. Confusion in geometric material is possible, while a rectangle is sometimes called a cuboid.

What to do if your body shape is not so clearly defined?

Determining the volume of complex geometric structures is not an easy job. It is worth being guided by several unshakable principles.

• Any body can be broken down into simpler parts. The volume is equal to the sum of the volumes of its individual parts.
• Bodies of equal size have equal volumes; parallel transfer of bodies does not change its volume.
• A unit of volume is the volume of a cube with an edge of unit length.

The presence of irregularly shaped bodies (remember the notorious crown of King Heron) does not become a problem. Determining the volumes of bodies is quite possible. This is the process of directly measuring the volume of a liquid with a body immersed in it, which will be discussed below.

Various volumetric applications

Let's return to the problem: how to calculate the volume of transported goods. What kind of cargo is it: packaged or bulk? What are the container parameters? There are more questions than answers. The issue of cargo weight will be of no small importance, since transport differs in carrying capacity, and routes differ in the maximum weight of the vehicle. Violation of transportation rules may result in penalties.

Problem 1. Let the cargo be rectangular containers filled with goods. Knowing the weight of the goods and container, you can easily determine the total weight. The volume of the container is defined as the volume of a rectangular parallelepiped.

Knowing the carrying capacity of a vehicle and its dimensions, you can calculate the possible volume of transported cargo. The correct ratio of these parameters allows you to avoid catastrophe and premature failure of transport.

Task 2. Cargo - bulk material: sand, crushed stone and the like. At this stage, only a qualified specialist can do without knowledge of physics, whose experience in cargo transportation allows him to intuitively determine the maximum volume allowed for transportation.

The scientific method presupposes knowledge of such a parameter as the load.

The formula is used V=m/ρ, where m is the mass of the load, ρ is the density of the material. Before calculating the volume, it is worth finding out the density of the load, which is also not at all difficult (tables, laboratory determination).

This technique also works great when determining the volume of liquid cargo. In this case, the liter is used as a unit of measurement.

Determination of volumes of building forms

The issue of determining volumes plays an important role in construction. The construction of houses and other structures is a costly business; building materials require careful attention and extremely accurate calculations.

The basis of the building - the foundation - is usually a cast structure filled with concrete. Before that, it is necessary to determine the type of foundation.

Slab foundation - a slab in the form of a rectangular parallelepiped. Columnar base - rectangular or cylindrical pillars of a certain section. By determining the volume of one column and multiplying it by the quantity, you can calculate the cubic capacity of concrete for the entire foundation.

When calculating the volume of concrete for walls or ceilings, they proceed quite simply: determine the volume of the entire wall, multiplying the length by the width and height, then separately determine the volumes of window and door openings. The difference between the volume of the wall and the total volume of the openings is the volume of concrete.

How to determine the volume of a building?

Some applied tasks require knowledge of the volume of buildings and structures. These include problems of repair, reconstruction, determination of air humidity, issues related to heat supply and ventilation.

Before answering the question of how to calculate the volume of a building, measurements are taken on its outer side: cross-sectional area (length multiplied by width), height of the building from the bottom of the first floor to the attic.

Determination of the internal volumes of heated premises is carried out using internal contours.

Installation of heating systems

Modern apartments and offices cannot be imagined without a heating system. The main part of the systems are batteries and connecting pipes. How to calculate the volume of a heating system? The total volume of all heating sections, which is indicated on the radiator itself, must be added to the volume of the pipes.

And at this stage a problem arises: how to calculate the volume of the pipe. Let's imagine that the pipe is a cylinder, the solution comes naturally: we use the cylinder formula. In heating systems, pipes are filled with water, so it is necessary to know the internal cross-sectional area of ​​the pipe. To do this, we determine its internal radius (R). Formula for determining the area of ​​a circle: S=πR 2. The total length of the pipes is determined by their length in the room.

Sewage in the house - pipe system

When laying pipes for drainage, it is also worth knowing the volume of the pipe. At this stage, an outer diameter is required; the steps are similar to the previous ones.

Determining the volume of metal that goes into making a pipe is also an interesting task. Geometrically, a pipe is a cylinder with voids. Determining the area of ​​the ring lying in its cross section is a rather complicated task, but it can be solved. A simpler way out is to determine the external and internal volumes of the pipe; the difference between these values ​​will be the volume of metal.

Determining volumes in physics problems

The famous legend about the crown of King Heron became famous not only as a result of solving the problem of bringing thieving jewelers to the surface. The result of Archimedes' complex mental activity was the determination of the volumes of bodies of irregular geometric shapes. The main idea extracted by the philosopher is that the volume of fluid displaced by a body is equal to the volume of the body.

In laboratory studies, a graduated cylinder (beaker) is used. The volume of liquid is determined (V 1), the body is immersed in it, and secondary measurements are performed (V 2). The volume is equal to the difference between the secondary and primary measurements: V t = V 2 - V 1.

This method of determining the volumes of bodies is used when calculating the volumetric density of bulk insoluble materials. It is extremely convenient for determining the density of alloys.

You can calculate the volume of a pin using this method. It seems quite difficult to determine the volume of such a small body as a pin or pellet. You can't measure it with a ruler; the measuring cylinder is also quite large.

But if you use several completely identical pins (n), then you can use a measuring cylinder to determine their total volume (V t = V 2 - V 1). Then divide the resulting value by the number of pins. V= V t\n.

This task becomes clear if many pellets need to be cast from one large piece of lead.

Liquid Volume Units

The International System of Units involves measuring volumes in m3. In everyday life, non-systemic units are more often used: liter, milliliter. When determining how to calculate the volume in liters, the translation system is used: 1 m 3 = 1000 liters.

Using other non-systemic measures in everyday life can cause difficulties. The British use barrels, gallons, and bushels, which are more familiar to them.

Translation system:

Tasks with non-standard data

Problem 1. How to calculate the volume, knowing the height and area? Typically, this problem is solved by determining the volume of coating of various parts by galvanic means. In this case, the surface area of ​​the part (S) is known. Layer thickness (h) - height. Volume is determined by the product of area and height: V=Sh.

Problem 2. For cubes, the problem of determining the volume may look interesting, from a mathematical point of view, if the area of ​​one face is known. It is known that the volume of a cube is: V=a 3, where a is the length of its face. The area of ​​the lateral surface of the cube is S=a 2. Extracting from the area, we obtain the length of the face of the cube. We use the volume formula and calculate its value.

Task 3. Calculate the volume of a figure if the area is known and some parameters are given. Additional parameters include the conditions of aspect ratio, heights, base diameters and much more.

To solve specific problems, you will need not only knowledge of volume calculation formulas, but also other geometry formulas.

Determining memory volumes

A task completely unrelated to geometry: determining the memory capacity of electronic devices. In the modern, fairly computerized world, this problem is not superfluous. Precise devices, such as personal computers, do not tolerate approximateness.

Knowing the memory capacity of a flash drive or other storage device is useful when copying and moving information.

It is important to know the amount of RAM and permanent memory of your computer. Often the user is faced with a situation where “the game does not work”, “the program hangs”. The problem is quite possible with low memory.

A byte and its derivatives (kilobyte, megabyte, terabyte) are counted.

1 kB = 1024 B

1 MB = 1024 kB

1 GB = 1024 MB

The strangeness in this recalculation system follows from the binary information coding system.

The memory size of a storage device is its main characteristic. By comparing the volume of transferred information and the storage capacity of the drive, you can determine the possibility of its further operation.

The concept of “volume” is so large-scale that it is possible to fully understand its versatility only by solving applied problems that are interesting and exciting.