What does analysing experimental results involve?

Analysing involves examining processed data to identify patterns, trends, or relationships between variables.

What is required to reach valid conclusions from experimental results?

Valid conclusions must be supported by the data, account for uncertainties and limitations, and relate findings back to the original hypothesis or scientific principles.

Why must significant figures be used appropriately when recording experimental data?

Using appropriate significant figures reflects the precision of the measuring instrument and avoids implying false precision in recorded values.

How is the gradient of a graph measured and what does it represent?

The gradient is measured by dividing the change in the y-axis quantity by the corresponding change in the x-axis quantity; it represents the rate of change of one variable with respect to another.

OCR A-Level Physics A H556

Practical Skills in the Written Papers

Topic overview Planning an experiment Implementing and recording Processing and interpreting data Plotting and interpreting graphs Evaluating results and procedures Mathematical skills and notation

The Practical Endorsement

Topic overview Analogue and digital measuring instruments Improving accuracy with repeat timing, fiducial markers and plumb lines Timing, calipers and micrometers Constructing and testing circuits Signal generators and oscilloscopes Generating and measuring waves Data loggers, modelling software and ionising radiation

Physical Quantities and Units

Topic overview Physical quantities, estimation and unit conversions S.I. base and derived units Prefixes, homogeneity and labelling conventions

Making Measurements and Analysing Data

Topic overview Systematic and random errors Precision, accuracy and uncertainties

Nature of Quantities

Topic overview Scalars and vectors Adding and resolving vectors

Motion

Topic overview Displacement, speed, velocity and acceleration Motion graphs and the equations of motion Measuring g and investigating motion experimentally Free fall, reaction time and stopping distance Projectile motion

Forces in Action

Topic overview Newton's second law and weight Drag and the factors affecting it Terminal velocity Moments, couples and equilibrium Density, pressure and upthrust

Work, Energy and Power

Topic overview Work done and conservation of energy Kinetic and gravitational potential energy Power and efficiency

Materials

Topic overview Hooke's law and springs Force-extension graphs and work done Elastic potential energy, stress and strain The Young modulus Stress-strain graphs and material behaviour

Newton’s Laws of Motion and Momentum

Topic overview Newton's three laws and linear momentum Force as rate of change of momentum Impulse and force-time graphs Conservation of momentum and collisions

Charge and Current

Topic overview Electric current and the coulomb Elementary charge, charge carriers and Kirchhoff's first law Mean drift velocity

Energy, Power and Resistance

Topic overview Circuit symbols and diagrams Potential difference and e.m.f.Energy transfer in circuits Ohm's law and I-V characteristics Filament lamps, diodes, thermistors and LDRs Resistivity and how it is measured How resistivity varies with temperature Electrical power and the kilowatt-hour

Electrical Circuits

Topic overview Kirchhoff's laws and combining resistances E.m.f., internal resistance and lost volts Potential dividers

Waves

Topic overview Progressive waves and their properties The wave equation Reflection, refraction and diffraction Wave graphs and intensity The electromagnetic spectrum Polarisation Refraction and refractive index Critical angle and total internal reflection The principle of superposition Interference, coherence and path difference Two-source interference, Young's double-slit experiment and the diffraction grating Forming stationary waves Stationary waves on strings and in air columns Measuring the speed of sound Node spacing, amplitude and phase in stationary waves Harmonics and the fundamental mode

Quantum Physics

Topic overview Photons, electronvolts and the Planck constant from LEDs Demonstrating the photoelectric effect Work function and Einstein's equation Electron diffraction The de Broglie equation

Thermal Physics

Topic overview Thermal equilibrium and absolute temperature The kinetic model of solids, liquids and gases Brownian motion and internal energy Specific heat capacity Measuring specific heat capacity Specific latent heat Measuring specific latent heat Moles, the Avogadro constant and kinetic theory Gas laws, the ideal gas equation and r.m.s. speed Maxwell-Boltzmann distribution, Boltzmann constant and internal energy

Circular Motion

Topic overview Radians, angular velocity and period Centripetal force and acceleration

Oscillations

Topic overview Describing simple harmonic motion The defining equation of simple harmonic motion and timing oscillations Velocity, period and graphical relationships Energy in a simple harmonic oscillator Damping, forced oscillations and resonance

Gravitational Fields

Topic overview Gravitational fields and field strength Newton's law of gravitation Field strength of a point mass and the uniform field near Earth Kepler's laws and orbital motion Orbital period and geostationary orbits Gravitational potential Gravitational potential energy and escape velocity

Astrophysics and Cosmology

Topic overview The solar system and the birth of a star The death of a low-mass star Supernovae, neutron stars and black holes The Hertzsprung-Russell diagram Energy levels and emission spectra Absorption spectra and spectral lines Photon energy and the diffraction grating Wien's law and Stefan's law Astronomical distances, parallax and the cosmological principle Doppler shift and Hubble's law The expanding universe and the Big Bang Evidence for the Big Bang and dark energy

Capacitors

Topic overview Capacitance and charging a capacitor Capacitors in series Capacitors in parallel and combined circuits Energy stored by a capacitor Charging and discharging through a resistor Investigating capacitor discharge The time constant Iterative modelling, exponential decay and the constant-ratio property

Electric Fields

Topic overview Electric fields and field lines Coulomb's law and electric field strength Uniform fields, parallel plates and permittivity Electric potential Electric potential energy and capacitance of a sphere

Electromagnetism

Topic overview Magnetic fields and field patterns Fleming's left-hand rule and the motor effect Magnetic flux density and the tesla Charged particles in magnetic fields Magnetic flux, flux linkage and Faraday's law Transformers and the a.c. generator

Nuclear and Particle Physics

Topic overview Alpha-particle scattering and the nuclear model Proton number, nucleon number and isotopes The strong nuclear force and nuclear radius Particles, antiparticles and hadrons Leptons and the quark model Quark composition and charges Beta decay in the quark model Radioactive decay and the three radiations Nuclear decay equations Activity, decay constant and half-life Exponential decay and radioactive dating Mass-energy equivalence Annihilation, mass defect and binding energy Binding energy per nucleon and induced fission The fission reactor and nuclear waste Nuclear fusion and balancing nuclear equations

Medical Imaging

Topic overview The X-ray tube X-ray attenuation and imaging CAT scanning Medical tracers and the gamma camera PET scanning Ultrasound and the piezoelectric transducer Acoustic impedance and reflection Doppler ultrasound

Practical Skills in the Written Papers

Processing and interpreting data

4 things to know
All three papers

Overview

Recall questions on processing, analysing and interpreting results, valid conclusions, significant figures, gradients and intercepts, y = mx + c, the ln V against time graph, mean values and software for processing data.

What you need to know

Answer each one before you reveal it.

Your recallNot started

Key term

What do analysing and interpreting experimental results involve, and why must appropriate mathematical skills be applied when analysing quantitative data?

Numbers

How is the gradient of a graph measured, what does it represent, and what must be done with the intercepts of graphs obtained from experimental results?

Key term

What does interpreting experimental results involve?

Process

What does processing experimental results involve?

Questions from this subtopic

Each one with the model answer underneath.

1
What does processing experimental results involve?
Model answer
Processing involves organising raw data, performing calculations such as finding means or derived quantities, and preparing data for further analysis.
2
What does analysing experimental results involve?
Model answer
Analysing involves examining processed data to identify patterns, trends, or relationships between variables.
3
What is required to reach valid conclusions from experimental results?
Model answer
Valid conclusions must be supported by the data, account for uncertainties and limitations, and relate findings back to the original hypothesis or scientific principles.
4
Why must appropriate mathematical skills be applied when analysing quantitative data?
Model answer
Mathematical skills are needed to correctly process measurements, determine relationships between variables, and extract meaningful physical quantities from the data.
5
Why must significant figures be used appropriately when recording experimental data?
Model answer
Using appropriate significant figures reflects the precision of the measuring instrument and avoids implying false precision in recorded values.
6
How is the gradient of a graph measured and what does it represent?
Model answer
The gradient is measured by dividing the change in the y-axis quantity by the corresponding change in the x-axis quantity; it represents the rate of change of one variable with respect to another.

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Practical Skills in the Written Papers

The Practical Endorsement

Physical Quantities and Units

Making Measurements and Analysing Data

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AForce is a vector quantity.

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Processing and interpreting data

Overview

What you need to know

What do analysing and interpreting experimental results involve, and why must appropriate mathematical skills be applied when analysing quantitative data?

How is the gradient of a graph measured, what does it represent, and what must be done with the intercepts of graphs obtained from experimental results?

What does interpreting experimental results involve?

What does processing experimental results involve?

Questions from this subtopic

What does processing experimental results involve?

What does analysing experimental results involve?

What is required to reach valid conclusions from experimental results?

Why must appropriate mathematical skills be applied when analysing quantitative data?

Why must significant figures be used appropriately when recording experimental data?

How is the gradient of a graph measured and what does it represent?

Other ways to work this

What is inside Levo

See a huge jump in your memorisation

Cram a whole paper in one sitting

Blank Blitz consolidates the facts

Build It trains answer structure

Test It catches misconceptions

Brain Breaks between sessions

Every question in Practical Skills in the Written Papers, on a schedule.