The electric field of the dipole is given byĒ (r, 0)(2 cos Of + sinbê) .When 0 = 0, È M.When 0 = 90, E ↑† p . At which angle Elp?Reminder:î = sindcospâ + sindsinøŷ + cos020 = cosocospâ + cos0sinoŷ – sin02$ = -sinoâ + cosøŷPossible answers:a) 0 = arccos()b) 0 = arccos()c) 0 = arccos(;)vera

Given, Er,θ=p4πε0r32 cosθr^+sinθ θ^where, 14πε0=kwhere,r^=sinθ cos ϕx^+sinθ sin ϕy^+cos θz^θ^=cosθ…

The electric field of the dipole is given by É (r, E (r, e) = P (2 cos Of + sindê) When 0 = 0, Ē Mp. When 0 = 90, Ē † p. At which angle Ēlp? Reminder: f = sinbcospâ + sin0sinoy + cos02 cosocosâ + cos0sinoŷ – sind2 = -sinpâ + cosøŷ Possible answers: a) 0 = arccos(- b) 0 = arccos() c) 0 = arccos()

The electric field of the dipole is given by É (r, E (r, e) = P (2 cos Of + sindê) When 0 = 0, Ē Mp. When 0 = 90, Ē † p. At which angle Ēlp? Reminder: f = sinbcospâ + sin0sinoy + cos02 cosocosâ + cos0sinoŷ – sind2 = -sinpâ + cosøŷ Possible answers: a) 0 = arccos(- b) 0 = arccos() c) 0 = arccos()