Al-Huda Science Academy has designed Class 12 MCQs Physics Chapter 12 Electrostatics for board, MdCat and ECAT preparation. These MCQs help students to prepare for their entry test papers.
Chapter 12 Electrostatics includes topics:
Electric field Intensity Electric Flux Gauss’s Law and Applications Electrical Potential Electrical Field as Potential Gradient Electron Volt Millikan’s Oil Drop Method Capacitance Energy Stored in capacitor MCQs Physics Chapter 12 Electrostatics
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#2. The Unit for electric field intensity is:#4. Which device records voltage between points on human skin generated by brain?#5. Capacitance in medium is:
#6. Capacitance in vacuum is:#7. Using Gauss' law, value of E for hollow sphere is:#10. Gauss' law for unit positive charge is:
#11. Gauss' law is applicable on:#14. The branch of Physics deals with charges at rest is:#15. In Millikan's Oil Drop Method, the charge on oil drop is:
#17. Capacitor stores energy in the form of:#18. Which device records voltage between points on human skin generated by heart?#19. Wind Shield Wipers works on:#20. Maximum charge deposits on plate of capacitor is:
#21. The unit of electric flux is:#22. Electric flux will be maximum if:#23. In Millikan's Oil drop method, charge on oil droplet is integral multiple of:#24. Gauss' law applied to find:#25. The formula for electric flux is:
#27. Electric Field Intensity Works on:#28. Sharks can detect potential difference upto:#29. Charging and Discharging of capacitor is a process:#30. Capacitor is used to store:
#31. In Millikan's Oil Drop Method, the charge on oil drop is due to:#33. Gaussian surface is:#34. In Millikan's Oil Drop Method, the magnitude of charge q =
#36. Electric flux will be minimum if:#37. Using Gauss' law, value of E for infinite sheet is:#38. Surface charge density σ =#39. Electric Field Intensity is:
#41. Formula of Gauss' law is:#42. Using Gauss' Law, value of E between two oppositely charged parallel plates is:#43. Sharks have special organ to detect potential difference is:#44. Time constant of charging and discharging of a capacitor t =
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