Equation confidence
Select, rearrange and use equations with the correct quantities and units.
100% online across the UK
Turn formulas and physical ideas into confident problem solving, with clear explanations, calculation methods, required-practical understanding and exam practice.
Outcomes
GCSE Physics support connects conceptual understanding with equations, units, graphs, practical reasoning and the written explanations expected in exams.
Select, rearrange and use equations with the correct quantities and units.
Explain forces, energy, electricity, waves and other topics without relying on memorised phrases.
Interpret methods, variables, graphs and evidence from required-practical style questions.
Build a repeatable approach to calculations, explanations and multi-step questions.
What we can cover
Physics-specific support
Physics can become difficult when mathematical methods and physical ideas are taught as separate things. One-to-one tuition connects the two so that students understand what an equation represents, when it applies and how to use the result to explain a physical situation.
Lessons can focus on choosing the correct equation, rearranging formulae, substituting values, converting units and checking whether an answer is physically sensible. This is especially useful where the mathematics is understood in isolation but breaks down inside a Physics question.
Students can practise reading scales, gradients, trends and relationships, as well as linking graphs to the underlying physics. Attention is given to interpreting data rather than simply plotting it.
Support can revisit the purpose of an investigation, variables, measurements, uncertainty, sources of error and conclusions. The emphasis is on understanding the reasoning behind a method so practical questions are easier to answer in unfamiliar wording.
Physics marks are not only numerical. Lessons can develop precise explanations using cause-and-effect reasoning, correct technical vocabulary and evidence from diagrams or data rather than vague descriptions.
Exam preparation
Past-paper style questions can be selected around the learner’s weak topics and exam board. Rather than completing papers mechanically, the aim is to identify recurring errors: wrong equation choice, missing unit conversions, weak explanations, graph interpretation or difficulty linking several ideas in one problem.
Bring the learner’s specification, topic list, mock feedback or school scheme of work. Sessions can follow the material being studied at school and focus on the areas most relevant to upcoming assessments.
Early questions help separate a Physics misconception from an underlying Maths issue. That distinction matters because more Physics practice will not solve a calculation problem caused by rearranging equations or handling standard form.
TETS is led by Dr Louis Mbua Egbe, an engineer and educator with a PhD in Mechanical Engineering and teaching experience that includes the University of Cambridge Institute of Continuing Education. Read more about the founder.
Students whose Physics progress is being limited by algebra, graphs or calculation skills can also explore GCSE Maths tutoring. See all options on the GCSE & A-Level tuition page.
Frequently asked questions
Use the consultation to discuss the learner’s course, exam board and the balance of conceptual and mathematical support required.
Yes. Sessions can work on equation selection, rearranging, substitutions, units, standard form and multi-step calculations while keeping the underlying physical meaning clear.
Yes. Support can revisit variables, methods, measurements, uncertainty, graphs, evaluation and the reasoning required in practical exam questions.
Yes. Bring the specification, topic list or mock feedback so the tuition can be aligned to the course being followed at school.
Recurring calculation and explanation errors are revisited through short checks, with next-step priorities adjusted as the learner becomes more independent.
Pricing guide
£55–£65 per hourFinal recommendations depend on level, needs and the support required.
Next step
A free consultation can distinguish between topic gaps, mathematical difficulties, practical understanding and exam-technique issues before tuition begins.