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The system of Cartesian coordinates (as opposed to his philosophy), allows any point in space to be located by a set of coordinates. Usually these are in 2 or 3 dimensional space but there is no reason for that to be a limiting factor.

This allows mathematicians to bring algebra and geometry together so that solutions in either one of these fields can be used to solve problems in the other.

The system of Cartesian coordinates (as opposed to his philosophy), allows any point in space to be located by a set of coordinates. Usually these are in 2 or 3 dimensional space but there is no reason for that to be a limiting factor.

This allows mathematicians to bring algebra and geometry together so that solutions in either one of these fields can be used to solve problems in the other.

The system of Cartesian coordinates (as opposed to his philosophy), allows any point in space to be located by a set of coordinates. Usually these are in 2 or 3 dimensional space but there is no reason for that to be a limiting factor.

This allows mathematicians to bring algebra and geometry together so that solutions in either one of these fields can be used to solve problems in the other.

The system of Cartesian coordinates (as opposed to his philosophy), allows any point in space to be located by a set of coordinates. Usually these are in 2 or 3 dimensional space but there is no reason for that to be a limiting factor.

This allows mathematicians to bring algebra and geometry together so that solutions in either one of these fields can be used to solve problems in the other.

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The system of Cartesian coordinates (as opposed to his philosophy), allows any point in space to be located by a set of coordinates. Usually these are in 2 or 3 dimensional space but there is no reason for that to be a limiting factor.

This allows mathematicians to bring algebra and geometry together so that solutions in either one of these fields can be used to solve problems in the other.

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11y ago
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Q: What is the value of Cartesian system?
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