JEE Main Physics: Units & Measurements Practice Questions
19 questions with answers and step-by-step solutions. Tap any question to see the full worked solution.
- Q1.Which of the following is a fundamental unit in the SI system?Easy
- Q2.What is the dimensional formula for force?Easy
- Q3.Which of the following physical quantities has the same dimensions as impulse?Easy
- Q4.The number of significant figures in 0.005060 is:Easy
- Q5.Which of the following is a dimensionless quantity?Easy
- Q6.If the unit of length is doubled and the unit of time is halved, then the unit of acceleration will be changed by a factor ofMedium
- Q7.The physical quantity which has the same dimensions as Planck constant isMedium
- Q8.Medium
- Q9.If the velocity of light c, gravitational constant G, and Planck constant h are chosen as fundamental units, the dimension of mass in this system isMedium
- Q10.Medium
- Q11.If the units of length, mass, and time are doubled, the unit of energy becomes how many times the original unit?Hard
- Q12.If the velocity of light c, gravitational constant G, and Planck constant h are chosen as fundamental units, the dimension of mass in this system is proportionaHard
- Q13.A student measures the thickness of a wire using a screw gauge with a pitch of 1 mm and 100 divisions on the circular scale. If the zero error is +0.03 mm and tHard
- Q14.Hard
- Q15.If force F, velocity v, and time T are taken as fundamental units, then the dimensions of mass areMedium
- Q16.A screw gauge has a pitch of 0.5 mm and 50 divisions on its circular scale. When there is no object between the jaws, the zero of the circular scale lies 6 diviHard
- Q17.If the velocity of light c, Planck constant h, and gravitational constant G are taken as fundamental units, then the dimension of mass in this system is proportHard
- Q18.If the units of length, mass, and time are doubled, the unit of energy becomes n times the original unit. Find the value of n.Hard
- Q19.The frequency of vibration of a string depends on length l, tension T, and mass per unit length m. Using dimensional analysis, the correct relation is?Hard
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