NEETPhysicsUnits and Dimensions
Assertion (A): When we change the unit of measurement of a quantity, its numerical value changes. Reason (R): Smaller the unit of measurement smaller is its numerical value.
Options
- ABoth statement I and statement II are correct.
- BStatement I is correct and statement II is incorrect.
- CStatement I is incorrect and statement II is correct.
- DBoth statements I and statements II are incorrect.
Correct answer
C. Statement I is incorrect and statement II is correct.
Step-by-step solution
If (u₁ ) and (u₂ ) be the units to measure a quantity Q and (n₁ ) and (n₂ ) be the numerical values respectively then we know that (Q=n₁ u₁=n₂ u₂ ). Since the quantity (Q ) does not change irrespective of the units used to measure it (Q= ) constant. So nu (= ) constant ( n 1 u ) i.e., smaller the unit of measurement, greater is the corresponding numerical value.