18MAT11: Module1: Radius of curvature for y=ax/(a+x) is (2ρ/a)^2/3=(x/y)^2+(y/x)^2

angle between radius vector and tangent by Dr Vijay S

Derivation of Radius of Curvature

Pedal Equation of the Curve (Examples 1) Polar Curves | Engineering Mathematics

22MAT11 / 21MAT11 / 18MAT11: Module1: Center of curvature & Circle of curvature of y^2=12x at (3, 6)

18MAT11: Module1: Radius of Curvature of s=a log tan⁡(π/4+ψ/2)

Expression for Radius of Curvature for a Cartesian curve - Engineering Mathematics 1 common to all.

18MAT11: Module1: Radius of curvature for r= a e^(θcotα)

18MAT11: Module1: Radius of curvature for the Folium of De- cartes x^3+y^3=3axy at (3a/2, 3a/2)

18MAT11: Module1: Angle between radius vector and tangent of r=a(1-cosθ)

Introduction Polar Curve and Polar Coordinates - Polar Curves - Engineering Mathematics - 2

18MAT11: Module1: Radius of Curvature of y=C cosh(x/c) is y^2/c

Calculus and Linear Algebra (18MAT11) / Mathematics / 1st sem / Module 1 / Polar curve(Session 1)

22MAT11 / 21MAT11 / 18MAT11: Module 1: Evolute of the ellipse

Derivation of Radius of Curvature in Polar Form | Aravind H R

22MAT11 / 21MAT11 / 18MAT11: Module1: Center and Circle of curvature of √x+√y=√a at (a/4, a/4)

Differential Calculus | Radius of Curvature of Cartesian Curve | by GP Sir

Problem 1 on Radius of Curvature for a Polar Curve

22MAT11 | Angle between two curves r^n =a^n*cosn(theta) & r^n=b^n*sinn(theta) | common to all branch