ICSE • Class 10 • Physics
Force, Work, Power and Energy
Turning effects, energy, machines, and conservation of energy.
Chapter 1
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What is Force, Work, Power and Energy?
Turning effects, energy, machines, and conservation of energy.
Force, Work, Power and Energy matters because it connects theory, equations, and real physical behaviour. At Class 10 level, students are typically expected to explain concepts precisely, apply laws correctly, and interpret numerical or experimental questions with confidence.
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Summary
The One Thing
Force can produce motion or turning, work transfers energy, and power measures the rate of energy transfer. Machines provide mechanical advantage, but energy is transformed rather than created or destroyed, and real machines are less than perfectly efficient.
Reactions, Processes and Experiments
| What happens | Equation or process | What you observe | Type |
|---|---|---|---|
| A force acts on an object. | A force is a push or pull that can change the state of rest or motion, direction, shape, or size of an object. | The object may move, change speed or direction, or change shape or size. | Force |
| A force produces a turning effect about a pivot. | Moment of force = Force × perpendicular distance from the pivot to the line of action of the force. | The turning effect increases with force and with perpendicular distance from the pivot. | Moment of force |
| A force acts at right angles to the distance from the pivot. | A force produces maximum turning effect when its line of action is perpendicular to the distance from the pivot. | The object experiences the greatest turning effect for the applied force. | Moment of force |
| The line of action of a force passes through the pivot. | — | No turning effect occurs; its moment is zero. | Moment of force |
| A body is in rotational equilibrium. | The sum of clockwise moments about a point equals the sum of anticlockwise moments about that point. | The body remains balanced and does not rotate. | Principle of moments |
| A lever is in equilibrium. | effort × effort arm = load × load arm. | The lever remains balanced about its fulcrum. | Principle of moments |
| A balanced body is considered about a point. | clockwise moment equals anticlockwise moment. | There is no resultant turning effect. | Rotational equilibrium |
| A force causes displacement in its direction. | W = F × s. | Work is done and energy is transferred. | Work |
| A force acts perpendicular to displacement. | — | No work is done by that force. | Work |
| A body moves because of its motion. | KE = 1/2 mv² | The body possesses kinetic energy. | Kinetic energy |
| A body is raised near Earth’s surface. | PE = mgh | The body gains gravitational potential energy. | Gravitational potential energy |
| Work is done or energy is transferred over a period of time. | P = W/t = energy transferred/time. | A system that does the same work in less time has greater power. | Power |
| Electrical energy is measured commercially. | 1 kWh = 3.6 × 10^6 J. | Electrical energy may be expressed in kilowatt-hours rather than joules. | Electrical energy |
| A machine is used to overcome a resistance. | M.A. = load/effort. | A mechanical advantage greater than one indicates that the load is greater than the applied effort. | Mechanical advantage |
| A machine moves its effort and load through different distances. | V.R. = distance moved by effort/distance moved by load. | The effort and load travel different distances. | Velocity ratio |
| The useful output of a machine is compared with its input. | Efficiency = useful output work/input work × 100% = (M.A./V.R.) × 100%. | Efficiency is expressed as a percentage and is below 100% for real machines. | Efficiency |
| An ideal machine transfers work without loss. | output work equals input work, efficiency is 100%, and M.A. equals V.R. | All input work appears as useful output work. | Ideal machine |
| A real machine operates with friction, deformation, and other losses. | — | Some energy is transferred as heat or sound; efficiency is below 100%. | Real machine |
| A lever rotates about a fixed support. | A lever is a rigid bar that turns about a fixed point called the fulcrum. | The bar turns about the fulcrum when effort and load act on it. | Lever |
| The fulcrum lies between the effort and the load. | — | The lever has the arrangement of scissors or a see-saw. | First-class lever |
| The load lies between the fulcrum and the effort. | — | The lever has the arrangement of a wheelbarrow. | Second-class lever |
| The effort lies between the fulcrum and the load. | — | The lever has the arrangement of the human forearm. | Third-class lever |
| A machine changes the action of an applied force. | A machine helps perform work by multiplying force, changing its direction, or increasing the speed or distance of motion. | The machine provides force advantage or convenience, but does not reduce total work in an ideal situation. | Machine |
| A machine operates ideally. | A machine does not reduce the total work required in an ideal situation; it generally allows a smaller effort to act through a greater distance. | A smaller effort acts over a greater distance while input work equals output work. | Mechanical advantage |
| Energy changes from one form to another. | Energy cannot be created or destroyed; it can only be transformed from one form into another. | The form of energy changes, but the total energy remains constant. | Conservation of energy |
| An object falls freely, neglecting air resistance. | Gravitational potential energy decreases while kinetic energy increases. | The object loses height and gains speed while total energy remains constant. | Energy transformation |
| Energy undergoes physical transformations. | The law of conservation of energy applies to mechanical, thermal, electrical, chemical, light, and sound energy transformations. | Energy may appear in different forms, but it is not destroyed. | Conservation of energy |
Key Terms
- Force: A push or pull that can change the state of rest or motion, direction, shape, or size of an object.
- Moment of force: The turning effect of a force about a pivot; it equals force multiplied by the perpendicular distance from the pivot to the line of action of the force.
- Torque: Another name for the turning effect of a force, represented by moment = force × perpendicular distance.
- Principle of moments: For a body in rotational equilibrium, the sum of clockwise moments about a point equals the sum of anticlockwise moments about that point.
- Centre of gravity: The point through which the entire weight of a body appears to act.
- Work: Work is done when a force produces displacement in its direction; for a constant force, W = F × s.
- Joule: The SI unit of work and energy; one joule is the work done when a force of one newton moves an object through one metre in the force's direction.
- Energy: The capacity of a body or system to do work.
- Kinetic energy: The energy possessed by a body because of its motion; KE = 1/2 mv².
- Potential energy: Stored energy due to position, shape, or configuration; gravitational potential energy near Earth's surface is PE = mgh.
- Power: The rate at which work is done or energy is transferred; P = W/t.
- Watt: The SI unit of power; one watt equals one joule per second.
- Machine: A device that helps perform work by multiplying force, changing its direction, or increasing the speed or distance of motion.
- Load: The resistance or force that a machine is used to overcome.
- Effort: The force applied to a machine to overcome the load.
- Mechanical advantage: The ratio of load to effort; M.A. = L/E.
- Velocity ratio: The ratio of the distance moved by the effort to the distance moved by the load; V.R. = distance moved by effort/distance moved by load.
- Efficiency: The ratio of useful output work to input work, expressed as a percentage; efficiency = (M.A./V.R.) × 100%.
- Lever: A rigid bar that turns about a fixed point called the fulcrum.
- Fulcrum: The fixed support or pivot about which a lever rotates.
- First-class lever: A lever in which the fulcrum lies between the effort and the load, such as scissors or a see-saw.
- Second-class lever: A lever in which the load lies between the fulcrum and the effort, such as a wheelbarrow.
- Third-class lever: A lever in which the effort lies between the fulcrum and the load, such as the human forearm.
- Conservation of energy: Energy cannot be created or destroyed; it can only be transformed from one form into another.
Easily Confused
- Moment of force and torque: These are two names for the same turning effect, calculated using force × perpendicular distance.
- Force and work: A force alone does not necessarily produce work; work requires displacement in the direction of the force.
- Work and power: Work measures energy transferred, whereas power measures how quickly work is done or energy is transferred.
- Kinetic energy and potential energy: Kinetic energy results from motion, whereas potential energy is stored because of position, shape, or configuration.
- Load and effort: The load is the resistance being overcome, whereas the effort is the force applied to overcome it.
- Mechanical advantage and velocity ratio: Mechanical advantage compares load with effort, whereas velocity ratio compares the distance moved by effort with the distance moved by load.
- Ideal and real machines: An ideal machine has 100% efficiency and M.A. equal to V.R.; real machines have efficiency below 100% because of friction, deformation, and other energy losses.
- First-, second- and third-class levers: The classes differ according to whether the fulcrum, load, or effort lies between the other two components.
- Centre of gravity and fulcrum: The centre of gravity is the point through which the weight appears to act, whereas the fulcrum is the fixed support about which a lever rotates.
What Gets Asked
- Define and calculate a moment of force using moment of force = Force × perpendicular distance; marks are lost by using a non-perpendicular distance or omitting the unit newton metre (N m).
- Apply the principle of moments to a balanced body or lever; marks are lost by failing to equate clockwise and anticlockwise moments.
- Determine whether work is done in a stated situation; marks are lost by assuming that any applied force does work, even when the force is perpendicular to displacement.
- Calculate kinetic energy, gravitational potential energy, work, or power using KE = 1/2 mv², PE = mgh, W = F × s, and P = W/t; marks are lost by confusing energy transferred with the rate of transfer.
- Calculate mechanical advantage, velocity ratio, or efficiency; marks are lost by interchanging load and effort or by using the wrong distance in the velocity-ratio expression.
- Identify a lever as first-class, second-class, or third-class from the positions of the fulcrum, load, and effort; marks are lost by relying on the example rather than identifying the arrangement.
- Explain energy transformations, including free fall; marks are lost by stating that gravitational potential energy is destroyed instead of explaining that it decreases as kinetic energy increases while total energy remains constant.
- Compare ideal and real machines; marks are lost by stating that machines reduce the total work required, rather than explaining that real machines lose energy through friction, deformation, heat, or sound.
Flashcards
Quick quiz
What is a force?
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Sign up free — save & unlock everythingLearning objectives
- P1.1Define moment of a force and state the conditions for equilibrium of a body under coplanar forces.
- P1.2Distinguish between the centre of gravity and centre of mass, and state the factors affecting the stability of a body.
- P1.3State the principle of conservation of energy and apply it to simple mechanical situations, such as a freely falling body.
- P1.4Calculate work done, power, and mechanical advantage for simple machines, including levers and pulley systems.
- P1.5Distinguish between potential energy and kinetic energy, and calculate each for a body in simple mechanical situations.
- P1.6Explain why the efficiency of a real machine is always less than 100%, in terms of energy losses to friction and heat.
Practice questions
Q1. A ball of mass 2 kg is raised to a height of 5 m. Taking g = 10 m/s2, what is its potential energy?1 mark · core
- A. 10 J
- B. 50 J
- C. 100 J
- D. 20 J
Answer: C
- • 1 mark for selecting C
PE = mgh = 2 x 10 x 5 = 100 J.
Q2. A uniform metre rule is balanced on a knife edge at its 50 cm mark. A weight of 6 N is hung at the 20 cm mark. State the moment of this force about the knife edge, and calculate the weight that must be hung at the 80 cm mark to balance the rule.3 marks · core
Answer: Moment of 6 N force = 6 x (50 - 20) = 6 x 30 = 180 N cm (anticlockwise). For balance, the clockwise moment must equal 180 N cm: W x (80 - 50) = 180, so W x 30 = 180, giving W = 6 N.
- • 1 mark: correct moment calculated as 180 N cm
- • 1 mark: correct principle applied — clockwise moment must equal anticlockwise moment for balance
- • 1 mark: correct final answer of 6 N
Q3. A stone is dropped from a height and falls freely under gravity. Describe, using the principle of conservation of energy, how the potential energy and kinetic energy of the stone change as it falls, ignoring air resistance.3 marks · core
Answer: As the stone falls, its height above the ground decreases, so its potential energy decreases; at the same time its speed increases, so its kinetic energy increases. The total mechanical energy (PE + KE) remains constant throughout the fall, since energy is only converted from one form to the other, not lost.
- • 1 mark: potential energy decreases as height decreases
- • 1 mark: kinetic energy increases as speed increases
- • 1 mark: total mechanical energy (PE + KE) remains constant throughout
Q4. A pulley system has a velocity ratio of 4 but a mechanical advantage of 3. Calculate its efficiency, and explain why it is less than 100%.2 marks · core
Answer: Efficiency = (mechanical advantage / velocity ratio) x 100 = (3/4) x 100 = 75%. It is less than 100% because some of the input energy is lost overcoming friction in the pulley system and in lifting the weight of the moving parts, rather than being fully used to lift the load.
- • 1 mark: correct efficiency calculation of 75%
- • 1 mark: valid explanation — energy losses due to friction/moving parts mean not all input energy does useful work
Key ideas to master
- Explain the core principle behind Force, Work, Power and Energy in clear scientific language.
- Use the correct equations, symbols, and units when solving numerical questions.
- Interpret diagrams, graphs, or experiments linked to the topic.
- Connect conceptual understanding with the final answer instead of memorising formulas alone.
Common exam prompts
- State the law, principle, or definition behind Force, Work, Power and Energy precisely.
- Apply the relevant equation to a short numerical problem with correct units.
- Explain a diagram, graph, or experiment related to Force, Work, Power and Energy.
- Distinguish between conceptual understanding and memorised formula use in this chapter.
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What is Force, Work, Power and Energy in ICSE Class 10 Physics?
Turning effects, energy, machines, and conservation of energy.
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