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SC90 degre clockwise rotation in the coordinate plane with a hole punch #geometry #transformations #visualmath #graphing
@scaffolded.math
#Cartesian Plane
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SCShifting a cubic function in the coordinate plane
#algebra #graphing #mathvideos
@scaffolded.math
21.0K
NIDynamic animated visualization of trigonometric functions on a Cartesian plane with smooth curve drawing and clean motion 📈✨ Designed to be visually satisfying and educational, showing mathematics coming to life through movement and structure 🧠🎥 Perfect for students, math lovers, and anyone who enjoys seeing abstract concepts turn into fluid visuals 🔢🚀 A clean and engaging way to experience trigonometric functions in motion without distractions 👁️🔥
@nicemath_
107.5K
EXCoordinate Systems | Cartesian and Polar
Explore the fundamental connection between Cartesian and polar coordinates in this short video about coordinate systems. Discover how Cartesian coordinates, defined by horizontal (x) and vertical (y) distances, seamlessly relate to polar coordinates, represented by distance (r) from the origin and angle (θ) with respect to the horizontal axis.
Polar coordinates offer a different perspective on describing points in a plane compared to Cartesian coordinates. They’re particularly useful in scenarios where circular or rotational symmetry is involved, such as in physics, engineering, and mathematics.
One significant advantage of polar coordinates is their ability to simplify equations, especially those involving circular or radial patterns. For example, equations describing curves or shapes with rotational symmetry, like circles, ellipses, spirals, and sectors of circles, are often more straightforward in polar form.
#mathematics #math #maths
@explain.stuff
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PHBest way to design a paper plane🚀
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@physics_phd
10.2K
CIWe organized an inspiring Math Exhibition on 12th July 2025 with the theme "Celebrating Numbers and Creativity." The event took place in the Math Lab and was inaugurated by respected Principal ma'am Ms Shveta Aggarwal, in the presence of faculty members, parents, and students.
The exhibition aimed to showcase the creative side of Mathematics and how numbers influence various aspects of our lives. Students from classes VI to X participated enthusiastically, presenting innovative projects, 2D and 3D models, that reflected both mathematical concepts and creative genius.
Some of the main attractions included:
2D and 3D Bar Graphs, 2D and 3D shapes on Lines and angles, Nets of 3D shapes, Symmetry with Coordinate Geometry, Designing NCERT book using Cartesian Plane, Creative charts on Fun with Fractions, Magic Squares, and Number Stories, interactive activities like Math Puzzles, Code Breaking, and Quiz Corners.
Students from grade 6 to 10 acted as “Creative Mathematicians”, guiding visitors through exhibits and engaging them with logical challenges and number games.
The exhibition was not just an academic event but a joyful celebration of how Mathematics can be explored through imagination and hands-on learning. It encouraged teamwork, critical thinking, and a love for numbers among the students and parents.
[math exhibition, school, secondary, mathematicians, team work, projects]
@cisamritsar.official
71.7K
MAPolar and Cartesian coordinates are two distinct systems for representing points in the plane, each with its own advantages depending on the context. Cartesian coordinates use an ordered pair (x, y) to define a point’s position relative to perpendicular horizontal and vertical axes. This system is especially useful in algebra, calculus, and geometry, where linear relationships and rectangular shapes are common. For example, equations like y = 2x + 3 describe straight lines easily in Cartesian form, and distances between points can be calculated using the Pythagorean theorem.
In contrast, polar coordinates describe a point based on its distance r from the origin and the angle θ it makes with the positive x-axis. A point in this system is written as (r, θ), which is ideal for representing circular or spiral patterns, such as in waveforms or planetary motion. Curves that are complicated in Cartesian form, like spirals or roses, often become elegant in polar coordinates. For instance, the polar equation r = cos(3θ) traces out a simple rose curve, which would be difficult to express using x and y. The choice between the two systems depends on the symmetry and structure of the problem at hand—Cartesian is better for linear and rectangular setups, while polar excels with radial and angular patterns.
I hope you liked this video and follow @mathswithmuza for more!
#maths #learning #study #exams #foryou #education #reels #math #algebra #school #college #highschool #chatgpt #ai #studying #exam #instagram
@mathswithmuza
18.3K
FOO sistema de Coordenadas no plano cartesiano, também chamado de espaço cartesiano, é um esquema reticulado necessário para especificar pontos em um determinado "espaço" com dimensões. Cartesiano refere-se ao matemático e filósofo francês René Descartes.
Em matemática, as coordenadas polares são um sistema de coordenadas bidimensional em que cada ponto no plano é determinado por uma distância e um ângulo em relação a um ponto fixo de referência.
#sistemacartesiano, #polar , #matemática , #grafico , #viralmath, #viralvideos, #math , #matemática , #matematik
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@fourier_borel
4.4M
MAMore polar comparisons! By now, it should be getting clearer that as we increase the number of sides, the more ‘smooth’ our curve looks in the Cartesian plane, until we have a circle (which has infinite sides?) and the curve is totally smooth. I hope you enjoyed this animation, and if you did then remember to like it and follow @mathswithmuza for more!
#maths #math #mathstudent #learn #why #how #study #foryou #fyp #calculus #algebra #trigonometry #stem #physics #ai #coding #python #visual #animation #graphics #learning #school #college
@mathswithmuza
695
UP🌍 Unlock the Secrets of the Earth’s Grid! 📍
Ever wondered how a tiny GPS chip knows exactly where you’re standing on this massive, spinning blue marble? It all comes down to the invisible "Master Net" of Latitudes and Longitudes! 🌐 Think of the Earth as a giant puzzle where the Equator divides the heat, the Prime Meridian sets the world’s clock 🕒, and the Heat Zones determine whether you’re packing a swimsuit or a parka. Mastering this chapter isn't just about passing UPSC; it’s about understanding the fundamental blueprint of our world. From the 23.5° tilt that gives us seasons to the 4-minute time gap for every degree of longitude, you're about to decode the very language of navigation! 🗺️✨
Key UPSC Prelims Snapshot: Chapter 2
The Globe: A miniature, true model of the Earth. Note the Axial Tilt of 23.5^\circ from the vertical.
Latitudes (Parallels): Circles parallel to the Equator. Key ones: Tropic of Cancer (23.5^\circN), Tropic of Capricorn (23.5^\circS), Arctic Circle (66.5^\circN), and Antarctic Circle (66.5^\circS).
Longitudes (Meridians): Semi-circles running from Pole to Pole. The Prime Meridian (0^\circ) passes through Greenwich, UK.
Heat Zones:
Torrid Zone: Maximum heat (between the Tropics).
Temperate Zone: Moderate temperature.
Frigid Zone: Very cold (beyond the Arctic/Antarctic circles).
Standard Time: India uses 82^\circ 30'E as the Standard Meridian (IST), which is 5 hours and 30 minutes ahead of GMT.
#upsc2026 #upscprelims #civilservices #upschack #geographynotes
@upsc_lazytricks
402.3K
EESpherical vs Cartesian coordinate systems
@eeanimation
335
PISolving Plane Geometry problems
@pioneermathonline
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