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What is a quadrant in mathematics?
quadrant in mathematical terms is a section on a Cartesian plane there are 4 quadrants on a Cartesian plane
Where Cartesian Plane was born?
The Cartesian plane is a mathematical construct. It never was a living thing and so was not born.
What is a plain figure concept in math?
There is no such concept in maths. A plane figure is a mathematical concept but that is not what the question is about.
What is the mathematical definition of axis?
The vertical and horizontal lines that make up the quadrants of a coordinate plane.
What does origin mean in a mathematical term?
It means the point at where the x and y axes intersect each other at 90 degrees on the Cartesian plane
A mathematical term for a flat 2 dimensional surface?
A plane.
What is a quadrant in mathematics?
quadrant in mathematical terms is a section on a Cartesian plane there are 4 quadrants on a Cartesian plane
Where Cartesian Plane was born?
The Cartesian plane is a mathematical construct. It never was a living thing and so was not born.
What is a mathematical way to represent location?
With x and y coordinates on the Cartesian plane
What does the mathematical word plane mean?
A flat surface that is infinitely large and with zero thickness
What is a plain figure concept in math?
There is no such concept in maths. A plane figure is a mathematical concept but that is not what the question is about.
What is the mathematical definition of axis?
The vertical and horizontal lines that make up the quadrants of a coordinate plane.
What has the author Lev Leonidovich Terekhov written?
Lev Leonidovich Terekhov has written: 'Otsenki v optimal'nom plane' -- subject(s): Economics, Mathematical, Mathematical Economics
Why was the purpose of the coordinate plane system?
The coordinate plane allows the location of any point on a plane to be defined algebraically. This then enables the mathematical tools developed for algebra to be used to solve problems in geometry (and conversely).
What has the author Harold Hilton written?
Harold Hilton has written: 'Mathematical crystallography and the theory of groups of movements' -- subject(s): Crystallography, Crystallography, Mathematical, Mathematical Crystallography 'Plane algebraic curves' -- subject(s): Algebraic Curves, Curves, Algebraic
How many planes does a cone have?
A true mathematical cone has none. Conventional cones have a circular plane at one end.
What is a mathematical displacement?
It is sliding a shape in a plane (or higher dimensions). It involves a change in position without a change its shape or orientation.
