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In a Cartesian diver, the air behaves as it does due to the principles of buoyancy and pressure. When the container is squeezed, the water pressure increases, compressing the air inside the diver. This increased pressure reduces the volume of air, making the diver denser than the surrounding water, causing it to sink. Releasing the pressure allows the air to expand, decreasing the diver's density, and making it buoyant again, allowing it to rise.

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Why Rene descartes know cartesian?

René Descartes is often associated with Cartesian philosophy due to his development of Cartesian dualism and the Cartesian coordinate system. His famous dictum "Cogito, ergo sum" (I think, therefore I am) emphasizes the importance of reason and doubt in the pursuit of knowledge. The term "Cartesian" refers to his ideas and methods, which laid the groundwork for modern philosophy and mathematics, particularly in the way it combines algebra with geometry. Descartes' work significantly influenced subsequent thinkers and the scientific revolution.


What is a synonym for ordered pairs?

One such synonym would be coordinates, which is also the proper way of naming the ordered pairs on a Cartesian coordinate plane.


What is the implication and criticism of Cartesian dualism?

Cartesesian Dualism is seeing immaterial 'mind' as superior over body. It leads to accepting immaterial 'understanding' as possible, knowing what is 'good' without experience. That way the Pope can say: sex without condom is not cause of AIDS. Western Society is based on Cartesian Dualism. Quite opposed to 'neurology': "everything is physical"


What does origin mean in the MATH way?

The point in a Cartesian coordinate system where the axes intersect. On a 2-D graph, for example, this is where x and y equal zero. also the point (0,0) on a graph


Did Rene descartes discover the cartesian coordinates?

Yes, René Descartes is credited with the development of Cartesian coordinates, which provide a way to specify points in a plane using pairs of numerical coordinates (x, y). This system, introduced in his work "La Géométrie" in 1637, laid the foundation for analytic geometry by linking algebra and geometry. Descartes' approach allowed for the representation of geometric shapes using algebraic equations, revolutionizing mathematics.