Benjamin Banneker Benjamin Banneker has been called the first African American intellectual. Banneker taught himself astronomy and advanced mathematics and he began to devote serious attention to…
Lecture on Bar Graphs and Histograms Prime objective of this lecture is to present on Bar Graphs and Histograms. By this lecture you will able to learn about bar graph, double bar graph and Histogram. A…
Area Formulas Basic objective of this lecture is to present on Area Formulas. It is a tutorial based lecture, describe all formulas related Area: Rectangle, Triangle, Parallelogram, Rhombus, Trapezoid and Kite. Area…
Lecture on Antiderivatives, Differential Equations and Slope Fields Major purpose of this lecture is to present on Antiderivatives, Differential Equations and Slope Fields. The antiderivative is the name we sometimes, (rarely) give to the operation…
Archimedes: Blast From the Past Archimedes discovered how to calculate the volume of a sphere, and even wanted this diagram on his tombstone. He made so much progress in this…
Introductory Algebra Glossary The aim of this lecture is to present on Introductory Algebra Glossary. Here also focus on quadratic equation. A quadratic equation is anequation that can be written in…
Algebra Equation Equation is a mathematical sentence stating that 2 expressions are equal. Example: 12 – 3 = 9; 8 + 4 = 12 etc. Prime purpose of this lecture…
Cartesian Components of Vectors Basic purpose of this lecture is to present on Cartesian Components of Vectors. Any vector may be expressed in Cartesian components by using unit vectors in the…
Algebra Revision General purpose of this lecture is to present on Algebra Revision. It is a part of mathematics in which letters and other general symbols are used to…
Algebraic Expression This lecture focus to describe on Algebraic Expression. Algebraic expression is a group of numbers, symbols, and variables that express an operation or a series of operations. An…
Nonlinear System Identification Nonlinear System Identification is building mathematical models of dynamical systems based on observed input–output data. It includes any systems where the inputs and outputs can…
Polytree Polytree is a directed acyclic graph for which there are no undirected cycles and for which the underlying undirected graph is connected. It is a…