SubjectCover

Pearson Edexcel International GCSE (9–1) · PHYSICS · Unit

Solids, Liquids and Gases

279 practice questions

Topics covered

Practice questions

131–140 of 279

  1. Question 131

    1 mark · Normal

    Which change would double the pressure difference between two points in a liquid?

    1. A.Double the depth between the points.
    2. B.Halve the density of the liquid.
    3. C.Double the area at the bottom.
    4. D.Halve the gravitational field strength.
    Answer and check →
  2. Question 132

    2 marks · Normal

    A student measures the depth and pressure difference in a tank of an unknown liquid. The table shows her results. Calculate the density of the liquid.

    Depth (m)Pressure Difference (Pa)
    0.504900
    1.009800
    1.5014700

    Take .

    Answer and see the solution →
  3. Question 133

    3 marks · Normal

    Describe an experiment to show that the pressure in a liquid increases with depth. Your answer should include the apparatus needed and how you would take measurements to show the pattern.

    Answer and see the solution →
  4. Question 134

    2 marks · Normal

    A mercury column in a barometer stands at 0.60 m high. The density of mercury is 13,600 kg/m³. Use g = 10 N/kg.

    Calculate the atmospheric pressure in Pascals.

    Answer and see the solution →
  5. Question 135

    4 marks · Normal

    A reservoir contains a liquid with density . The reservoir is 15 m deep. Take .

    (a)

    Calculate the pressure difference between the surface and the bottom of the reservoir.

    [2 marks]
    (b)

    If a pipe runs from the bottom of the reservoir up to a point 7.5 m above the surface, what is the pressure difference between the bottom of the reservoir and the outlet of the pipe? Explain your reasoning.

    [2 marks]
    Answer and see the solution →
  6. Question 136

    4 marks · Easy

    A container is filled with oil up to a height of 0.25 m. The density of oil is 900 kg/m³.

    (a)

    Calculate the pressure due to the oil at the bottom of the container (use g = 10 N/kg).

    [2 marks]
    (b)

    State one difference (with reason) between the pressure just below the surface and at the bottom of the oil.

    [1 mark]
    (c)

    Explain why the pressure caused by the liquid is the same in all directions at the same depth.

    [1 mark]
    Answer and see the solution →
  7. Question 137

    4 marks · Easy

    A student wants to find the density of a small stone. She measures the mass of the stone as 45 g, and the volume of water displaced by the stone is 16 cm³.

    (a)

    State the equation used to calculate density.

    [1 mark]
    (b)

    Calculate the density of the stone in g/cm³.

    [1 mark]
    (c)

    Explain why the student used water displacement to measure the volume.

    [1 mark]
    (d)

    If the stone is placed at the bottom of a container and rests on an area of 3.0 cm², calculate the pressure it exerts on the bottom (in Pa). (Take g = 10 N/kg.)

    [1 mark]
    Answer and see the solution →
  8. Question 138

    5 marks · Normal

    (a)

    A glass block has dimensions 0.2 m × 0.10 m × 0.05 m and a mass of 2.5 kg. Calculate the density of the glass. State the correct unit.

    [2 marks]
    (b)

    The block is laid flat on a table. Calculate the pressure it exerts on the table. Give your answer in pascals.

    [3 marks]
    Answer and see the solution →
  9. Question 139

    4 marks · Normal

    The table shows mass and volume measurements for three different liquids.
    LiquidMass (g)Volume (cm^3)
    A5550
    B4450
    C120100
    (a)

    For each liquid, calculate its density in g/cm³. Write your answers in the table below.

    LiquidDensity (g/cm³)
    A
    B
    C
    [2 marks]
    (b)

    Liquid B is poured into a tank to form a layer 0.15 m deep. Calculate the pressure at the base of the tank caused by this layer. (Take gravitational field strength as 10 N/kg. Give answer in pascals. 1 g/cm³ = 1000 kg/m³.)

    [2 marks]
    Answer and see the solution →
  10. Question 140

    4 marks · Normal

    A diver descends to a depth of 25 m in the sea. The density of seawater is 1050 kg/m³.

    (a)

    Calculate the increase in pressure on the diver at this depth due to the water alone. Use g = 10 N/kg. Give your answer in kPa.

    [2 marks]
    (b)

    State and explain why the pressure inside the diver's air tank must be greater than the pressure at this depth.

    [2 marks]
    Answer and see the solution →