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Matric Physics: Properties of Matter, questions with answers

Practise 24 real Federal Board questions on Properties of Matter from 2023 to 2026. See the answer and explanation as soon as you answer.

24real questions
2multiple choice
5exam sessions

About Properties of Matter in Matric Physics

Properties of Matter is one of the 16 main chapters in our Federal Board Matric Physics question bank (9th class), and about 6% of its real questions come from it. Tayyari Karo has 24 real questions on this chapter from 2023 to 2026; 2 are multiple choice and marked instantly, and the rest are short and long questions with a model answer. By difficulty: 13 easy, 11 medium.

Work through the questions below, then open the explanation for each one. Redo the ones you missed a few days later.

Try 8 real questions

These are real past-paper questions. Think of your answer first, then open the explanation.

2024 Annual · 9th · Properties of Matter

Density of a substance can be calculated by using:

  1. Archimedes principle
  2. Pascal's law
  3. Hooke's law
  4. Newton's law
Show answer and explanation

Answer: A. Archimedes principle

Weighing an object in air and in water (Archimedes' principle) gives its density.

2023 Annual · 9th · Properties of Matter

Which of the following is NOT a unit of pressure?

  1. Pa
  2. N m⁻²
  3. atm
  4. kg m⁻³
Show answer and explanation

Answer: D. kg m⁻³

kg m⁻³ is the unit of density. Pa, N m⁻² and atmosphere (atm) are all units of pressure.

2026 Annual · 9th · Properties of Matter

What is meant by density? Also write its formula and unit.

Show model answer

Density is the mass of a substance per unit volume. It tells how compact the matter is.
Formula: ρ = m/V
SI unit: kg m⁻³ (also g cm⁻³; 1 g cm⁻³ = 1000 kg m⁻³).

2025 1st Annual · 9th · Properties of Matter

Briefly describe any three applications of liquid barometer.

Show model answer

1. Weather forecasting — a falling barometer reading indicates low pressure (rain/storm), a rising reading indicates fair weather.
2. Measuring altitude — atmospheric pressure decreases with height, so a barometer (altimeter) tells the height of an aircraft or a mountaineer.
3. Laboratory/industrial use — measuring atmospheric pressure precisely for experiments (e.g. boiling‑point corrections) and in scientific stations.

2025 1st Annual · 9th · Properties of Matter

Calculate the force required to lift a car weighing 2000 kg by a hydraulic jack whose small piston has an area of 4 cm² whereas its large piston has an area of 80 cm².

Show model answer

Weight of car (load on large piston) F₂ = mg = 2000 × 10 = 20,000 N
A₁ = 4 cm², A₂ = 80 cm² (units cancel in the ratio)
By Pascal's principle: F₁/A₁ = F₂/A₂
F₁ = F₂ × A₁/A₂ = 20,000 × 4/80 = 1000 N
So a force of only 1000 N (one‑twentieth of the car's weight) on the small piston lifts the car.

2025 2nd Annual · 9th · Properties of Matter

Derive formula for liquid pressure.

Show model answer

Consider a column of liquid of density ρ, height h and base area A.
Volume V = Ah; mass m = ρAh; weight w = ρAhg.
Pressure at the base = force/area = w/A = ρAhg/A
P = ρgh — liquid pressure depends on depth and density only.

2025 2nd Annual · 9th · Properties of Matter

Calculate the force required to lift a car weighing 2500 kg by a hydraulic jack whose small piston has an area of 6 cm² whereas its large piston has an area of 90 cm².

Show model answer

Load on large piston F₂ = mg = 2500 × 10 = 25,000 N
A₁ = 6 cm², A₂ = 90 cm²
Pascal's principle: F₁/A₁ = F₂/A₂ ⇒ F₁ = F₂ × A₁/A₂ = 25,000 × 6/90 = 1667 N ≈ 1.67 × 10³ N

2024 Annual · 9th · Properties of Matter

Explain that liquids exert pressure. Show that liquid pressure depends on depth and density of liquid.

Show model answer

A liquid has weight, so it presses on the bottom and walls of its container and on any object immersed in it: liquids exert pressure. Water spurts out of holes in a can, and the deeper the hole the faster the jet.
Derivation: Consider a cylindrical column of liquid of density ρ, height h and base area A inside the liquid.
Volume of the column V = A h; mass m = ρV = ρAh; weight w = mg = ρAhg.
This weight acts on the base of area A, so the pressure at depth h is
P = w/A = ρAhg / A ⇒ P = ρgh
Hence liquid pressure is directly proportional to the depth h and to the density ρ of the liquid (g being constant). It does not depend on the shape or area of the container. …

The full model answer is in the app.

Sessions with Properties of Matter questions

SessionQuestions
2026 Annual3
2025 1st Annual6
2025 2nd Annual7
2024 Annual4
2023 Annual4

Common questions

What does the Properties of Matter chapter cover on this page?

24 real Federal Board (FBISE) Physics questions on Properties of Matter from 2023 to 2026, for 9th class. Each one shows the session it came from.

Are the answers official?

No. We could not find an official FBISE marking scheme for these papers, so the answers and explanations are written by Tayyari Karo for practice. Check anything important with your teacher or textbook.

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