Measurement, uncertainty and investigations

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Ghi chú bài học

Big idea: measurement, uncertainty and investigations

  • Key concept: Relationships. Repeated measurements reveal random variation. Timing several cycles can reduce the fractional effect of reaction-time uncertainty on the estimated period.
  • Related concepts: Models and evidence. Use a scientific explanation to make predictions, then test it against observations.
  • Global context: Scientific and technical innovation. Uncertainty estimates help judge whether measured differences support a claim.

Measuring Length

  • Use a ruler for small distances (cm), accurate to nearest millimetre (mm).
  • Use a tape measure for lengths of tens of centimetres.
  • Use a trundle wheel for lengths of tens of metres.
  • For small objects, measure multiple (e.g., 4 ball-bearings) and divide by the number to find one diameter.

Measuring the diameter of small objects using a ruler

Measuring the diameter of small objects using a ruler

Measuring Volume

  • Measuring cylinders measure liquid volume; read from bottom of meniscus at eye level.
  • Volume of an irregular solid is found by displacement: record initial and final water levels, subtract.
  • For small objects, use a smaller cylinder for greater accuracy.

Measuring Time

  • Use stop-clocks or stopwatches for time intervals.
  • Human reaction time (~0.25 s) affects short measurements.
  • Take multiple readings (e.g., time for 10 pendulum swings) and divide to reduce uncertainty.
  • Use a fiducial marker (e.g., a dot at equilibrium) to improve timing accuracy.

Measuring time with a stopwatch and a swinging pendulum

Measuring time with a stopwatch and a swinging pendulum

Scalars & Vectors

  • Scalars have only magnitude (e.g., mass, distance, speed, energy).
  • Vectors have both magnitude and direction (e.g., weight, displacement, velocity, force).
  • Distance is total path length (scalar); displacement is straight line from start to finish (vector).
  • Speed is distance per time (scalar); velocity is displacement per time (vector).

Calculating with Vectors

  • Vectors are drawn as arrows: length = magnitude, direction = arrow direction.
  • To combine two perpendicular vectors, draw a vector diagram (scale drawing) or use Pythagoras and trigonometry.
  • Resultant vector = diagonal of rectangle formed by components.
  • Use soh-cah-toa to find angles; Pythagoras for magnitude.

Think like a scientist

  • Compare repeated timings of one pendulum swing with timings of ten swings divided by ten, using a small-amplitude school pendulum.
  • Comparison: the number of swings timed in each measurement. Outcome: the spread of estimated periods.
  • Control: keep pendulum length and release angle constant. Explain why this makes the comparison fairer.
  • Evidence: Use a consistent method, repeated observations where appropriate and a table with labelled quantities and units. Keep unexpected results and investigate their cause.
  • Safety: Practical activities need teacher supervision and an appropriate risk assessment. Use the provided data or simulation where the investigation specifies it.
  • Inquiry task: State a testable question, predict the outcome using the science, then explain how your observations would support or challenge the prediction.

Evaluate the science

  • Uncertainty estimates help judge whether measured differences support a claim.
  • Repeating a method does not correct a systematic offset such as a miscalibrated instrument.
  • Evaluation task: Link your conclusion to evidence, identify a limitation and suggest a specific improvement. Distinguish a measured result from an explanation of its cause.

Slide

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Câu hỏi luyện tập

Xem trước miễn phí — 8 trên 52 câu hỏi. Đăng ký để xem tất cả.
  1. 1.Which of the following is a scalar quantity?

    Easy
    • Adistance
    • Bdisplacement
    • Cvelocity
    • Dacceleration
  2. 2.Which instrument is most suitable for measuring the thickness of aluminium foil?

    Easy
    • Aruler
    • Btape measure
    • Cmicrometer screw gauge
    • Dmeasuring cylinder
  3. 3.A student measures the time for 20 oscillations of a pendulum as 30.0 s. What is the period of the pendulum?

    Easy
    • A0.67 s
    • B1.5 s
    • C10.0 s
    • D20.0 s
  4. 4.A geologist uses a measuring cylinder containing water to find the volume of an irregular pebble. The water level rises from 40 cm³ to 57 cm³. What is the volume of the pebble?

    Medium
    • A17 cm³
    • B23 cm³
    • C40 cm³
    • D57 cm³
  5. 5.A student wants to measure the volume of a liquid as accurately as possible. Which procedure would make the measurement less accurate?

    Medium
    • AAligning her eye level with the height of the liquid
    • BReading the liquid level from the bottom of the meniscus
    • CUsing the largest measuring cylinder she could find
    • DUsing a set-square to make sure the cylinder is vertical
  6. 6.A boat travels 30 km east then 40 km north. What is the magnitude of its displacement?

    Medium
    • A50 km
    • B70 km
    • C10 km
    • D1400 km
  7. 7.A student uses a stopwatch to time 40 complete swings of a pendulum. The total time is 1 minute 52 seconds. What is the period of the pendulum?

    Hard
    • A2.8 s
    • B1.4 s
    • C5.6 s
    • D1.9 s
  8. 8.Three blocks X, Y, Z are placed in separate measuring cylinders. The water level rises by 10 cm³ for X, 15 cm³ for Y, and 8 cm³ for Z. Which shows the blocks in order of increasing volume?

    Hard
    • AZ, X, Y
    • BX, Y, Z
    • CY, X, Z
    • DZ, Y, X

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