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AP · AP 1 · extended response

Two manometers, one gas pressure

AP Physics 1: Algebra-Based · Original GioPhysics question with a detailed, mark-by-mark answer guide.

Demand
discriminating
Marks
6
Topics
1
Answer
Complete
Explore the question data

Water manometer calibration

Supplied question data. Read the labelled axes and use the observations to test the physical model.

Vertical axis (y): Pressure difference / Pa

Water manometer calibrationSupplied question data. Read the labelled axes and use the observations to test the physical model. Horizontal axis: Vertical level difference / m. Vertical axis: Pressure difference / Pa. Exact values are available in the data table below.075015002250300000.0750.150.2250.3xy

Horizontal axis (x): Vertical level difference / m

Reading 1Vertical level difference / m: 0Pressure difference / Pa: 0
Read the exact data as a table
Water manometer calibration — supplied values
Vertical level difference / mPressure difference / Pa
00
0.11000
0.22000
0.33000

These are the supplied values, not a worked answer. Lines join the supplied values; they are not a fitted model.

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extended response6 marks

An open U-tube connects a gas vessel to the atmosphere. Water of density 1000 kg m⁻³ is 0.24 m lower on the gas side than on the atmospheric side. Atmospheric pressure is 100 kPa; use g = 10 N kg⁻¹. A second manometer uses oil of density 800 kg m⁻³. The graph gives the water calibration. Supplied data (Vertical level difference / m; Pressure difference / Pa): (0, 0), (0.1, 1000), (0.2, 2000), (0.3, 3000).

  1. (a)

    Find gauge pressure, absolute gas pressure, and the expected level difference in the oil manometer.

    3 marks
  2. (b)

    If the tube is tilted, explain which height is required and propose a measurement that reduces uncertainty.

    3 marks
Ready to self-mark?Reveal the detailed answer guide
Answer overview(a) Gauge = +2.4 kPa; absolute = 102.4 kPa; oil difference = 0.30 m. (b) Use vertical separation of free surfaces, not liquid length along the tilted tube.
01

(a)

3 marks

Find gauge pressure, absolute gas pressure, and the expected level difference in the oil manometer.

How to approach it

Build a chain of claim, evidence and physics reasoning. Address more than one relevant factor, identify a limitation or assumption, and finish with a conclusion that is conditional on the evidence rather than absolute.

  1. 1

    The lower liquid surface on the gas side shows that gas pressure exceeds atmospheric pressure.

  2. 2

    Gauge pressure is ρgh = 1000(10)(0.24) = 2400 Pa. Absolute pressure is 100000+2400 = 102400 Pa.

  3. 3

    For the same pressure difference, hoil = 2400/(800×10) = 0.30 m. The less dense liquid requires a taller column.

02

(b)

3 marks

If the tube is tilted, explain which height is required and propose a measurement that reduces uncertainty.

How to approach it

Build a chain of claim, evidence and physics reasoning. Address more than one relevant factor, identify a limitation or assumption, and finish with a conclusion that is conditional on the evidence rather than absolute.

  1. 1

    Hydrostatic pressure depends on vertical depth because the gravitational-energy change depends on vertical height.

  2. 2

    Read both surfaces from the same horizontal reference with a vertical scale, avoiding parallax. Add the two surface-reading uncertainties when estimating a conservative uncertainty in their difference.

  3. 3

    An inclined tube can spread a small vertical difference over a longer scale, improving readability only when its angle is measured and the vertical component is used.

Complete marking guidance

Use these worked steps alongside the part-by-part answers. They explain the method and mark allocation; they do not add extra marks.

  1. The lower liquid surface on the gas side shows that gas pressure exceeds atmospheric pressure.
  2. Gauge pressure is ρgh = 1000(10)(0.24) = 2400 Pa. Absolute pressure is 100000+2400 = 102400 Pa.
  3. For the same pressure difference, hoil = 2400/(800×10) = 0.30 m. The less dense liquid requires a taller column.
  4. Hydrostatic pressure depends on vertical depth because the gravitational-energy change depends on vertical height.
  5. Read both surfaces from the same horizontal reference with a vertical scale, avoiding parallax. Add the two surface-reading uncertainties when estimating a conservative uncertainty in their difference.
  6. An inclined tube can spread a small vertical difference over a longer scale, improving readability only when its angle is measured and the vertical component is used.

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