πŸ“Š Electromagnetic Field
Q. Divergence of vector field is net outward flux of a vector per unit ______.
  • (A) surface area
  • (B) volume
  • (C) length
  • (D) none of these
πŸ’¬ Discuss
βœ… Correct Answer: (B) volume
πŸ“Š Electromagnetic Field
Q. Divergence at a point is positive if field lines are _________
  • (A) diverging
  • (B) converging
  • (C) both (a) an (b)
  • (D) none of these
πŸ’¬ Discuss
βœ… Correct Answer: (A) diverging
πŸ“Š Electromagnetic Field
Q. If the rate at which field lines enter into a small volume and also leave, then divergence is ________.
  • (A)
  • (B) 1
  • (C) 0
  • (D) −1
πŸ’¬ Discuss
βœ… Correct Answer: (C) 0
πŸ“Š Electromagnetic Field
Q. Divergence Theorem is applicable for a ________ that is bounded by a _________.
  • (A) volume, surface
  • (B) surface, volume
  • (C) surface, line
  • (D) line, surface
πŸ’¬ Discuss
βœ… Correct Answer: (A) volume, surface
πŸ“Š Electromagnetic Field
Q. Divergence Theorem relates ________ integral to __________ integral.
  • (A) surface, volume
  • (B) line, surface
  • (C) volume, line
  • (D) all of these
πŸ’¬ Discuss
βœ… Correct Answer: (A) surface, volume
πŸ“Š Electromagnetic Field
Q. Curl measures _________.
  • (A) rate of change of vector
  • (B) circular rotation
  • (C) both (a) and (b)
  • (D) none of these
πŸ’¬ Discuss
βœ… Correct Answer: (C) both (a) and (b)
πŸ“Š Electromagnetic Field
Q. Stoke's Theorem relates, ______ integral to a _______ integral.
  • (A) volume, surface
  • (B) volume, line
  • (C) line, surface
  • (D) all of these
πŸ’¬ Discuss
βœ… Correct Answer: (C) line, surface
πŸ“Š Electromagnetic Field
Q. Laplacian operator ________.
  • (A) is a scalar function
  • (B) is a vector function
  • (C) can be a scalar or vector function
  • (D) none of these
πŸ’¬ Discuss
βœ… Correct Answer: (C) can be a scalar or vector function
πŸ“Š Electromagnetic Field
Q. Laplacian of a vector is ___________ of gradient of its divergence and its curl of curl.
  • (A) addition
  • (B) difference
  • (C) multiplication
  • (D) division
πŸ’¬ Discuss
βœ… Correct Answer: (B) difference

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