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Physical Quantities and Units

  • 3 subtopics
  • 9 things to know
  • All three papers

What Physical Quantities and Units covers

How physics measures things: quantities and their units, the S.I. base and derived units, prefixes, and the check that an equation balances dimensionally.

Where it is assessed

All three papers

Practical skills and physical quantities, assumed throughout.

Check the OCR specification ↗

The 3 subtopics

Each one has its own page.

What you need to know

Answer each one before you reveal it.

Your recallNot started
Key term

Name the S.I. base quantities and their units.

Process

How do you check that a physical equation balances dimensionally?

Key term

What are the two parts that make up any physical quantity?

Key term

Give an example of how a derived unit is constructed from base units.

Key term

What is the first step when checking whether a physical equation is homogeneous?

Who and when

How should the column headings in a data table be formatted according to scientific convention?

Key term

Explain the general principle for converting a unit with a prefix when the unit is squared.

Key term

What are derived units?

Key term

After expressing each term in base units, what must you do next to test homogeneity?

Take Physical Quantities and Units further

The same content, four other ways.

Commonly confused

Pairs that lose marks when they are blurred together.

  • Scalar vs Vector

    Scalar: quantity with magnitude only. Vector: quantity with magnitude and direction.

Questions from this topic

Each one with the model answer underneath.

  1. 1

    What are the two parts that make up any physical quantity?

    Model answer

    A numerical value and a unit.

  2. 2

    In the expression '9.81 m s⁻²', which part is the numerical value?

    Model answer

    9.81

  3. 3

    In the expression '9.81 m s⁻²', which part is the unit?

    Model answer

    m s⁻²

  4. 4

    When estimating a physical quantity, to what level of precision should the estimate typically be expressed?

    Model answer

    To an appropriate order of magnitude (power of ten).

  5. 5

    Why are reasonable assumptions important when making order-of-magnitude estimates?

    Model answer

    They allow sensible approximations of unknown values, enabling a realistic estimate of the final quantity.

  6. 6

    When converting cm³ to m³, why must the conversion factor be cubed?

    Model answer

    Because each linear dimension is converted (1 cm = 10⁻² m), and volume involves three dimensions, so the factor becomes (10⁻²)³ = 10⁻⁶.

What is inside Levo

Six ways to work the same material.

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Practical Skills in the Written Papers
The Practical Endorsement
Physical Quantities and Units
Making Measurements and Analysing Data

Cram a whole paper in one sitting

Sort every topic into what you know and what you do not, then drill only the weak ones.

A wave.
longitudinaltransversestationary

Blank Blitz makes facts automatic

Rapid timed gap-fills on the terms and numbers you need to recall without thinking.

AForce is a vector quantity.
BDistance is a scalar quantity.
CVelocity is a vector quantity.

Build It gets the exam shape right

Assemble a full-mark answer from its marking points, in the order an examiner wants them.

Density means mass per unit volume.
TrueFalse

Test It catches misconceptions

Spot the fault in a statement. The traps are the mistakes students actually make.

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Brain Breaks between sessions

Short focus games to reset attention, so the next set lands better than the last.

Physical Quantities and Units revision questions

What does Physical Quantities and Units cover in OCR A-Level Physics A?
3 subtopics: physical quantities, estimation and unit conversions, s.i. base and derived units and prefixes, homogeneity and labelling conventions. Each one has its own page with questions and model answers.
How is Physical Quantities and Units organised?
By the OCR H556 specification, subtopic by subtopic, so it matches the order you are taught it in.

Every question in Physical Quantities and Units, on a schedule.

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