H.W 10: Find the angle between vector A = x + 3y + 2z and the...

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H.W 10: Find the angle between vector A = āx + 3ãy + 2āz and the sphere R= 1 at the point P(1,20°, 30°). Ans.: 45°.93 H.W 11: Prove that the field Ā = sin 0 āg in Cartesian coordinates is given by: xzāx + yzā, – (x² + y²)āz Ā : x2 + y2+z2 H.W 10: Find the angle between vector A = āx + 3ãy + 2āz and the sphere R= 1 at the point P(1,20°, 30°). Ans.: 45°.93 H.W 11: Prove that the field Ā = sin 0 āg in Cartesian coordinates is given by: xzāx + yzā, – (x² + y²)āz Ā : x2 + y2+z2

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Given that and sphere 1s point Pis rz10200300 in sphericaf aystem coor ... View the full answer