Angle b/w Radius Vector & tangent. Also slope of the tangent: Sol | 2a/r = (1 - cosθ) at θ = 2π/3

Angle b/w Radius Vector and tangent. find slope of the tangent: Sol | rcos^2 ( θ/2 ) at 𝜃=2𝜋/3

Angle b/w Radius Vector and tangent. find slope of the tgt: r=a(1+sinθ) @ θ = π/2 | r=a(1+sintheta)

Pair of curves intersect eachother orthogonally r=a/(1+cosθ) & r=b/(1-cosθ)

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Angle between Radius Vector and Tangent (Part 1) | Polar Curves | Engineering Mathematics

Angle Between Radius Vector and tangent: Solution | r^m=a^m(cos⁡(mθ)+sin⁡(mθ))

18MAT11: Module1: Slope of the tangent of 2a/r=1-cosθ at θ=2π/3

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Angle b/w Radius Vector and tangent and find slope: Solution | r = a ( 1 + cos θ ) at θ = π/3

Pair of Curves intersect each other orthogonally r^2sin2θ=a^2 and r^2cos2θ=b^2

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Angle between Radius Vector and Tangent - Polar Curves - Engineering Mathematics - 2