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4. (a) Which of these is a vector quantity? A mass B force C energy D distance (b) Figure 7 shows a ball bearing as it falls slowly through a clear, dense liquid - Edexcel - GCSE Physics Combined Science - Question 4 - 2021 - Paper 1

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4.-(a)-Which-of-these-is-a-vector-quantity?--A-mass-B-force-C-energy-D-distance--(b)-Figure-7-shows-a-ball-bearing-as-it-falls-slowly-through-a-clear,-dense-liquid-Edexcel-GCSE Physics Combined Science-Question 4-2021-Paper 1.png

4. (a) Which of these is a vector quantity? A mass B force C energy D distance (b) Figure 7 shows a ball bearing as it falls slowly through a clear, dense liquid. ... show full transcript

Worked Solution & Example Answer:4. (a) Which of these is a vector quantity? A mass B force C energy D distance (b) Figure 7 shows a ball bearing as it falls slowly through a clear, dense liquid - Edexcel - GCSE Physics Combined Science - Question 4 - 2021 - Paper 1

Step 1

Which of these is a vector quantity?

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Answer

The vector quantity from the options given is B force.

Explanations:

  • Mass is a scalar quantity.
  • Energy is also a scalar quantity.
  • Distance is a scalar quantity as well.

Step 2

Devise an experiment to determine the average speed of the ball bearing as it falls through the liquid.

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Answer

To determine the average speed of the ball bearing, follow these steps:

  1. Apparatus:

    • Use a stopwatch (or a digital timer) to measure time.
    • A ruler or measuring tape to measure the distance.
    • A container filled with the clear dense liquid, possibly a test tube or similar apparatus.
    • Optional: Use a marker to indicate the starting and ending points on the container.
  2. Measurements:

    • Measure a vertical distance between the marked points (top and bottom of the container).
    • Note the length as the distance the ball bearing will fall through.
    • Measure the time it takes for the ball bearing to fall from the top mark to the bottom mark using the stopwatch.
  3. Calculation of Speed:

    • Use the formula: extSpeed=extDistanceextTime ext{Speed} = \frac{ ext{Distance}}{ ext{Time}}
    • Record the distance fallen and the time taken, then calculate the average speed of the ball bearing in the liquid.

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