Iutonal Exercise

$($a$)$ Find the electric dipole moment of the object. The object is placed in an electric field vec$(E)=(7\mathrm{.}80{10}^{3}i-4\mathrm{.}90{10}^3(hat(j)))\frac{N}{C}.$

$($b$)$ Find the torque acting on the object.

$($c$)$ Find the potential energy of the object$-$field system when the object is in this orientation.

$($d$)$ Assuming the orientation of the object can change, find the difference between the maximum and the minimum potential energies of the system.

Part $1$ of $8-$Conceptualize direction.

Part $2$ of $8-$ Categorize the dipole when its moment is opposite in direction to the electric field.

Part $3$ of $8-$ Analyze

$($a$)$ The displacement in vector notation from negative to positive charge along the dipole is given by the following.

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