Cartesian coordinate system
1
5.2
- noun
- /kɑrˈtiːziən ˈkɔːrdɪnət ˈsɪstəm/
- Specialized
:
sistema de coordenadas cartesianas
- We can use this formula because all triangles in our Cartesian coordinate system are right triangles.
So let's choose a Cartesian coordinate system plus X + y with our unit vectors I hat and J hat.
- So let's choose a Cartesian coordinate system plus X + y with our unit vectors I hat and J hat.
- I mean, you took this known universe and and again, figuratively and with a Cartesian coordinate system, you're able to you're you're slicing it up.
Examples
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G&M code is based on a three-dimensional Cartesian coordinate system.
Academic text (2011) -
I mean, you took this known universe and and again, figuratively and with a Cartesian coordinate system, you're able to you're you're slicing it up.
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I mean, who draws A Cartesian coordinate system with Z going this way, X going this way, and Y going this way?
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So let's choose a Cartesian coordinate system plus X + y with our unit vectors I hat and J hat.
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It can be difficult for students to imagine a three-dimensional part and how to cut it using the Cartesian coordinate system.
Academic text (2011) -
For example, using the Cartesian coordinate system from the point of origin, a point is determined to be X=5, Y=3.5.
Academic text (2011) -
The cylindrical coordinate configuration significantly reduced the system cost compared to one based on the three translational degrees of freedom of more conventional Cartesian coordinate system configurations.
Academic text (1992) -
In a Cartesian coordinate system, each point is defined by its distances from two perpendicular axes.
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When plotting points on a Cartesian coordinate system, the coordinates are usually expressed as (X, Y).
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To find the location of a point in a Cartesian coordinate system, you measure its distance from the X and Y axes.
How Dimensional
- Specialized
1
5.2
- Specialized
Surface Forms
Morphology
Cartesian + coordinate + system
The phrase is compositionally built from its parts: a 'system' (collection) for 'coordinate' values, qualified as 'Cartesian' (relating to Descartes/orthogonal axes). This is a transparent, technical noun phrase with clear cross-linguistic cognates, so a B1 learner who knows the constituent meanings and basic math vocabulary can infer the intended meaning.
Etymology
The noun Cartesian coordinate system is named after the French thinker René Descartes and gives a simple picture: two number lines cross at a point called the origin, making the x and y directions. By counting steps along those lines you can 'locate' any point, so the name now means 'a way to find positions on a plane'.