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**Composite bodies**

Many bodies in reality (e.g. buildings, workpieces) can be represented as the sum or difference of geometric bodies such as prisms - do my homework , cylinders, pyramids and hemispheres, etc. The volume or surface content of composite bodies is then calculated as the sum or difference of the volumes or surface contents of the geometric bodies. The volume or surface content of composite bodies is then calculated accordingly as the sum or difference of the volumes or surface contents of the geometric bodies.

**Archimedes, achievements**

Archimedes of Syracuse, Greek mathematician, physicist and inventor. Archimedes' scientific achievements are mainly in the field of mathematics and the natural sciences - do my math homework . Among others, the following writings by him are known:

- the concept of the "centre of gravity" of surfaces and bodies

- methods for determining the area and volume of mathematical figures and bodies

- mathematical foundations of physical processes (law of the lever)

- astronomical contents

Archimedes devoted himself to his scientific interests in the field of mathematics and natural sciences. Among others, the following writings by him are known:

- On the sphere and cylinder

- On the measurement of circles

- On spirals

- On the equilibrium of plane surfaces or centres of gravity of plane surfaces

- On floating bodies

In his experiments on the measurement of circles - statistic homework help , Archimedes found out that the circumference of a circle and thus the number of a circle can be determined approximately with the help of inscribed and circumscribed polygons.

Archimedes examined the volumes of cylinders and spheres and found that the ratio of the volumes of a cylinder and the sphere it encloses is 2 : 3.

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