Laplacian of a vector is ___________ of gradient of its divergence and its curl of curl.

Related MCQs

• Divergence of a vector at a point in a vector field is __________ quantity.
• Divergence of vector field is net outward flux of a vector per unit ______.
• A scalar field is harmonic in a given region, if its Laplacian is __________.
• A unit vector has _______ direction to that of the main vector.
• Laplacian operator ________.
• Laplacian of a scalar is __________.
• If the rate at which field lines enter into a small volume and also leave, then divergence is ________.
• Divergence at a point is positive if field lines are _________
• Divergence Theorem is applicable for a ________ that is bounded by a _________.
• Divergence Theorem relates ________ integral to __________ integral.