Grade 11 Maths - Trigonometry
Explore trigonometry concepts, including inverse trigonometric functions for all six ratios, enhancing mathematical understanding and problem-solving skills for Grade 11 students.
Grade 9 Maths - Relations and Functions
Explore relations, functions, domains, ranges, and graphs in mathematics. Learn to combine functions and practice with exercises for a solid foundation in these essential concepts.
Grade 10 Maths Unit 5
Explore trigonometric functions, graphs, identities, and real-life applications. Master co-terminal angles, sine, cosine, tangent, and their reciprocals in this comprehensive trigonometry unit.
Biostatistics
Explore advanced biostatistics techniques, from ANOVA to experimental design, enhancing your ability to analyze scientific data and interpret research papers effectively.
Stats Examples
Comprehensive statistical training covering key concepts, probability, distributions, hypothesis testing, and advanced analyses with step-by-step examples and practical applications.
The Statistical Process
Explore key statistical concepts including data types, sampling methods, survey design, inference, significance, and measures of central tendency and spread.
Hypothesis Testing and P-Values
Learn key concepts in statistical inference, including p-values, hypothesis testing, t-tests, and ANOVA. Develop skills to choose appropriate tests and interpret results for data-driven decision making.
Basics of Probability
Explore fundamental concepts of probability, including random variables, distributions, and Bayes' Theorem, to model uncertainty and make informed decisions.
Probability Distributions, Including Normal
Explore random variables and probability distributions, including binomial, Poisson, and normal, with practical examples and Excel illustrations for real-life modeling.
Choosing the Test, With Tests
Learn to select and apply statistical tests, interpret p-values, and perform analyses using Excel, covering t-tests, regression, and chi-square tests for various data types.
Statistics
Comprehensive statistics screencasts for engineers, covering data analysis, regression, distributions, hypothesis testing, and advanced topics with practical applications in MATLAB, Excel, and POLYMATH.
Mathematics
Comprehensive screencasts on advanced mathematical concepts, including equations, matrices, and regression analysis, with practical applications using Excel and POLYMATH software.
E2EML - How Selected Models and Methods Work
Explore key machine learning algorithms and methods, including decision trees, Bayes Theorem, autocorrelation, Support Vector Machines, and k-nearest neighbors, in this comprehensive video series.
Sampling Discrete Time Signals
Explore decimation, interpolation, and aliasing in digital signal processing, with practical examples and insights into 1-Bit DAC functionality.
Laplace Transform
Comprehensive exploration of Laplace Transform: equations, examples, convergence, applications in circuits, and relationships with other transforms. Ideal for deepening mathematical understanding.
Z Transform
Explore the Z Transform, its applications, and its relationship to other transforms in signal processing and analysis.
Basic Signal Concepts
Explore complex numbers, signal concepts, and linear systems through visualizations, examples, and key topics like time scaling, power, decibels, and the delta function.
Fourier Transform Examples
Explore practical applications of Fourier Transform, including 2D image processing. Learn through examples, from basic cosine functions to complex system analyses and digital signal processing.
Calculus II - Integration Methods, Series, Parametric-Polar, Vectors
Comprehensive exploration of advanced calculus topics, including integration techniques, series analysis, parametric and polar curves, and vector fundamentals for a deeper mathematical understanding.
Calculus III - Multivariable Calculus - Vectors, Curves, Partial Derivatives, Multiple Integrals, Optimization
Explore multivariable calculus through geometric and conceptual understanding. Master vectors, curves, partial derivatives, multiple integrals, and optimization techniques for advanced mathematical applications.
Calculus IV - Vector Calculus - Line Integrals, Surface Integrals, Vector Fields, Green's Theorem, Divergence Theorem, Stokes Theorem
Comprehensive exploration of vector calculus, covering line and surface integrals, vector fields, and key theorems. Ideal for advanced mathematics students seeking in-depth understanding.