A disk of radius R placed in the xy-plane carries a non-uniform charge density o = kr C/m²where k is constant (you may use the integral below). Find: a. The units of k b. The total charge on the disk in terms of k and R c. The electric potential at point P, a distance y from its center d. The energy of a point charge (q.) placed at P :+ V² ±a? ² ±a² dr
A disk of radius R placed in the xy-plane carries a non-uniform charge density o = kr C/m²where k is constant (you may use the integral below). Find: a. The units of k b. The total charge on the disk in terms of k and R c. The electric potential at point P, a distance y from its center d. The energy of a point charge (q.) placed at P :+ V² ±a? ² ±a² dr
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A disk of radius R placed in the xy-plane carries a non-uniform charge density ? = ?? ?/?2where k is constant (you may use the integral below). Find: a. The units of k b. The total charge on the disk in terms of k and R c. The electric potential at point P, a distance y from its center d. The energy of a point charge (??) placed at P
Transcribed Image Text:A disk of radius R placed in the xy-plane carries a non-uniform charge density
o = kr C/m²where k is constant (you may use the integral below). Find:
a. The units of k
b. The total charge on the disk in terms of k and R
c. The electric potential at point P, a distance y from its center
d. The energy of a point charge (q.) placed at P
:+ V² ±a?
² ±a²
dr
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