
GCSE Physics: Understanding Acceleration
Master acceleration with Cognito for your GCSE Physics exam success. This podcast explores key acceleration equations, explains how to calculate speed changes over time, and walks through practical ex...
12 Apr 20254min

GCSE Physics: Understanding Speed and Velocity
Test your knowledge of speed and velocity with Cognito interactive quizzes and past papers. This GCSE Physics podcast explains the crucial differences between scalar and vector quantities, how to calc...
11 Apr 20254min

GCSE Physics: Understanding Atmospheric Pressure
Strengthen your understanding at Cognito with targeted practice questions on this key physics topic. Discover the relationship between altitude and atmospheric pressure in this GCSE Physics podcast. P...
10 Apr 20252min

GCSE Physics: Understanding Liquid Pressure and Buoyancy
Master liquid pressure and buoyancy with Cognito - perfect for GCSE Physics revision. This podcast explains how pressure changes with depth, the formula for calculating liquid pressure, and what deter...
9 Apr 20253min

GCSE Physics: Understanding Pressure
Enhance your GCSE Physics revision with Cognito and access interactive quizzes on pressure. This podcast explains pressure calculations, the difference between solid and fluid pressure, and perpendicu...
8 Apr 20253min

GCSE Physics: Levers and Gears - Understanding Mechanical Advantage
Lever your learning and gear up for success with Cognito resources for GCSE Physics. This podcast explains mechanical advantage systems, how forces are multiplied, and practical applications of moment...
7 Apr 20254min

GCSE Physics: Understanding Moments and Turning Forces
Improve your physics revision with Cognito and access interactive quizzes on moments. This GCSE Physics podcast explains turning forces, calculating moments, and practical applications like spanners a...
6 Apr 20254min

GCSE Physics: Understanding Elasticity Equations
Boost your GCSE Physics revision with Cognito and master elasticity concepts. This podcast explains the two essential elasticity equations: F=ke and Ee=½ke², walking through their applications with pr...
5 Apr 20254min





















