Q1. (a) Find Geodesic Equation dx dxo + Ivo da da using cylindrical and spherical coordinates...

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Q1. (a) Find Geodesic Equation dx" dxo + Ivo da da using cylindrical and spherical coordinates solve the geodesic equation. x = (t,p, o, z) x = (t,r, 0, 0) d² x d2² 0 (b) Given the vector v: R² → R², v = {x² + x², x₁x₂} find it's covariant derivatives if x₁ and x₂ are the plane polar coordinates. Q1. (a) Find Geodesic Equation dx" dxo + Ivo da da using cylindrical and spherical coordinates solve the geodesic equation. x = (t,p, o, z) x = (t,r, 0, 0) d² x d2² 0 (b) Given the vector v: R² → R², v = {x² + x², x₁x₂} find it's covariant derivatives if x₁ and x₂ are the plane polar coordinates.

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Geodesic equation for cylindrical coordinate Geodesic Means the ... View the full answer