samalbee
Geometry, Antiquity
Geometry (Greek, earth measurement) with its sub-disciplines planimetry (Greek, area measurement) and stereometry (Greek, body measurement) examines the reality surrounding us in a very abstract way. It only deals with the external forms of objects and does not take into account the material composition of things and thus the biological - pay someone to do my homework , physical and chemical properties.
Geometry (Greek, earth measurement) with its sub-disciplines planimetry (Greek, area measurement) and sterometry (Greek, body measurement) examines the reality surrounding us in a very abstract way - help me with my algebra homework . It only deals with the external forms of objects and does not take into account the material composition of things and thus the biological, physical and chemical properties.
With axioms and postulates and Aristotelian logic - https://domyhomework.club/math-homework/ , the Greeks created the basis for proving the results obtained empirically in Mesopotamia and Egypt, made geometry a science and used it to prove algebraic and number-theoretical statements.
The considerable scope of knowledge early on was shown by the 13-book work "Elements" written by Euklid Of Alexandria around 325 BC. They belonged to the books with the most editions, for even at the end of the 19th century individual surviving chapters were used as teaching materials. In it, Euklid systematically compiled the mathematical knowledge of his time. Geometrical explanations took up a great deal of space and observations on measuring distances, angles, areas and volumes combined arithmetic and geometry. Today we know that not all books can be traced back directly to Euklid and that a number of insights from other mathematicians were also incorporated.
Read also:
Programming language and libraries
Indirect evidence
Evidence procedure, general
Atomic and Nuclear Physics
Chemistry and biology
Geometry (Greek, earth measurement) with its sub-disciplines planimetry (Greek, area measurement) and stereometry (Greek, body measurement) examines the reality surrounding us in a very abstract way. It only deals with the external forms of objects and does not take into account the material composition of things and thus the biological - pay someone to do my homework , physical and chemical properties.
Geometry (Greek, earth measurement) with its sub-disciplines planimetry (Greek, area measurement) and sterometry (Greek, body measurement) examines the reality surrounding us in a very abstract way - help me with my algebra homework . It only deals with the external forms of objects and does not take into account the material composition of things and thus the biological, physical and chemical properties.
With axioms and postulates and Aristotelian logic - https://domyhomework.club/math-homework/ , the Greeks created the basis for proving the results obtained empirically in Mesopotamia and Egypt, made geometry a science and used it to prove algebraic and number-theoretical statements.
The considerable scope of knowledge early on was shown by the 13-book work "Elements" written by Euklid Of Alexandria around 325 BC. They belonged to the books with the most editions, for even at the end of the 19th century individual surviving chapters were used as teaching materials. In it, Euklid systematically compiled the mathematical knowledge of his time. Geometrical explanations took up a great deal of space and observations on measuring distances, angles, areas and volumes combined arithmetic and geometry. Today we know that not all books can be traced back directly to Euklid and that a number of insights from other mathematicians were also incorporated.
Read also:
Programming language and libraries
Indirect evidence
Evidence procedure, general
Atomic and Nuclear Physics
Chemistry and biology
- Real Name
- Sam Albee