
Comprehensive revision of ratio, proportion, and rates of change for GCSE maths, covering key topics and exam board requirements in a concise format.

Comprehensive algebra revision covering key topics with practice questions. Ideal for GCSE exam preparation, featuring clear explanations and step-by-step problem-solving techniques.

Comprehensive revision of GCSE Maths Number topics, covering fractions, decimals, indices, standard form, prime numbers, factors, multiples, percentages, and more for exam preparation.

Comprehensive revision series with 50 challenging questions covering advanced GCSE maths topics. Ideal for students aiming for top grades, with explanations and additional resources available.

Explore continuous random variables, probability density functions, and the normal distribution. Learn to calculate expected values, variances, and use statistical tables for data analysis.

Comprehensive exploration of inverse trigonometric functions, covering definitions, graphs, derivatives, integrals, and applications. Ideal for advanced math students seeking in-depth understanding.

Comprehensive guide to fundamental algebraic concepts, covering expansion, simplification, substitution, and factorization, with practical examples and applications.

Explore proofs and applications of the Binomial Theorem, from basic algebra to probability. Discover connections to Pascal's Triangle and learn to solve complex polynomial problems.

Comprehensive exploration of circle geometry, covering key theorems, properties, and problem-solving techniques for angles, chords, tangents, and cyclic quadrilaterals.

Explore scatter plots, correlation coefficients, and lines of best fit to analyze relationships between two variables in this comprehensive introduction to bivariate data analysis.

Explore misleading graphs, means, medians, and statistical measures through engaging problems and visual representations.

Learn to simplify, divide, and solve problems with ratios and rates, building foundational skills for more advanced mathematical concepts.

Master Python for statistical analysis: design matrices, linear models, F distribution, and OLS. Hands-on tutorials using Orange and Patsy libraries for practical data science skills.

Learn medical statistics using Python and Jupyter notebooks. Covers common tests, data analysis, and visualization techniques. Ideal for healthcare professionals seeking practical skills in statistical analysis.

Learn to analyze healthcare data using SPSS, covering data creation, import, visualization, descriptive statistics, file manipulation, and parametric testing.

Explore machine learning models through hands-on tutorials in Python and Julia, covering clustering, regression, neural networks, and more. Practical examples with code provided.

Explore linear algebra concepts through hands-on Python programming, covering matrix operations, decompositions, and applications in machine learning and data analysis.

Learn Julia programming for data analysis, statistics, and linear algebra. Covers databases, plotting, environments, and advanced mathematical concepts with practical tutorials.

Learn essential R skills for data analysis, visualization, and machine learning, covering statistics, deep learning, Plotly, and real-world applications like COVID-19 data extraction.

Learn deep learning fundamentals using Keras and TensorFlow in R, covering regression, neural networks, regularization, and convolutional networks for practical applications.

Learn to perform and interpret binary logistic regression, including multivariate analysis and interactions, through a series of three concise video tutorials.