Units and Measurement — Class 11 Physics
Physics Part I · Chapter 1
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- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
Chapter summary
Key ideas & terms
- Unit
- An internationally accepted reference standard used to measure a physical quantity, against which the quantity is compared.
- Base unit
- The unit of a fundamental quantity; SI has seven — metre, kilogram, second, ampere, kelvin, mole and candela.
- Significant figures
- The reliably known digits of a measurement plus the first uncertain digit, indicating the precision of the result.
- Order of magnitude
- The power of ten nearest to a quantity, found by writing it as
and rounding . - Dimensions
- The powers to which the base quantities are raised to represent a physical quantity, written in square brackets.
- Principle of homogeneity
- The rule that every term in a physically meaningful equation must have the same dimensions.
Extra questions & answers
Name the seven SI base quantities and their units.
Length (metre), mass (kilogram), time (second), electric current (ampere), thermodynamic temperature (kelvin), amount of substance (mole) and luminous intensity (candela).
How is the SI metre defined in the 2018 revision?
By fixing the speed of light in vacuum
State the rule for significant figures in multiplication or division.
The result retains as many significant figures as the input number with the fewest significant figures.
State the rule for addition or subtraction.
The result retains as many decimal places as the input number with the fewest decimal places.
Why is scientific notation used to report measurements?
It removes ambiguity about trailing zeros and clearly shows the number of significant figures and the order of magnitude.
What are the dimensions of force?
State the principle of homogeneity of dimensions.
All terms that are added or equated in a physical equation must have the same dimensions; otherwise the equation is wrong.
Does a dimensionally correct equation have to be physically correct?
No — dimensional consistency is necessary but not sufficient; the equation may still have a wrong numerical constant or missing dimensionless factor.
What are the limitations of dimensional analysis?
It cannot determine dimensionless constants, cannot handle equations with sums of terms easily, and cannot distinguish quantities having the same dimensions.
Why are radian and steradian dimensionless?
They are defined as ratios — arc to radius (plane angle) and area to radius squared (solid angle) — so the dimensions cancel.


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