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YouTubeNeso Academy
Cartesian Product
Discrete Mathematics: Cartesian Product Topics discussed: 1) Ordered Pairs. 2) Examples of Ordered Pairs. 3) The definition of Cartesian Product. 4) Finding out the ...
213.8K viewsFeb 21, 2021
Cartesian Plane
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mathswithmuza on Instagram: "Polar and Cartesian coordinates are two ways of describing the position of points in a plane. In the Cartesian system, each point is identified by an ordered pair (x, y), where x measures the horizontal distance and y measures the vertical distance from the origin. This system is built on two perpendicular axes and is very useful for representing straight lines, parabolas, and other algebraic shapes. Because it relies on a grid-like structure, the Cartesian system is
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mathswithmuza on Instagram: "Polar and Cartesian coordinates are two ways of describing the position of points in a plane. In the Cartesian system, each point is identified by an ordered pair (x, y), where x measures the horizontal distance and y measures the vertical distance from the origin. This system is built on two perpendicular axes and is very useful for representing straight lines, parabolas, and other algebraic shapes. Because it relies on a grid-like structure, the Cartesian system is
Instagrammathswithmuza
709.7K views1 month ago
Peter Math on Instagram: "I used Parrot AI to edit this, link in bio👆 Polar coordinates offer a different way of describing points in a plane—not by how far left or right and up or down they are (like in Cartesian coordinates), but by how far they are from the origin and what angle they make with a reference direction. Instead of using (x, y), we use (r, \theta), where r is the distance from the center and \theta is the angle. This shift in perspective is especially useful when dealing with cir
1:09
Peter Math on Instagram: "I used Parrot AI to edit this, link in bio👆 Polar coordinates offer a different way of describing points in a plane—not by how far left or right and up or down they are (like in Cartesian coordinates), but by how far they are from the origin and what angle they make with a reference direction. Instead of using (x, y), we use (r, \theta), where r is the distance from the center and \theta is the angle. This shift in perspective is especially useful when dealing with cir
Instagrammathematics.peter
135.6K views2 months ago