Laws of Arithmetic Using Geometry - Elementary Mathematics Explained - Lecture 5
Explore geometric interpretations of arithmetic laws using translations and reflections in the grid plane, enhancing understanding of commutativity in addition and multiplication.
Counting Using the Grid Plane - Elementary Mathematics Explained - Lecture 1
Explore geometry using graph paper, introducing grid points, segments, and rectangles. Learn to measure, count, and tile shapes while practicing arithmetic in a geometric context.
The Continuum, Zeno's Paradox, and the Price We Pay for Coordinates - Math Foundations 117
Exploring the continuum, Zeno's paradoxes, and the shift from geometry to arithmetic in mathematics, challenging our intuitions and biological constraints.
Difficulties with Dedekind Cuts - Real Numbers and Limits in Mathematics
Explores challenges in Dedekind's approach to real numbers, questioning the effectiveness of cuts in establishing a logical foundation for real number theory and arithmetic.
Review of Arithmetic with Fractions - Year 9 Mathematics
Comprehensive review of fraction arithmetic for Year 9, covering addition, subtraction, multiplication, and division. Emphasizes geometric interpretation and practical exercises for solid understanding.
Review of Arithmetic with Fractions - Year 9 Mathematics
Comprehensive review of fraction arithmetic for Year 9, emphasizing number line visualization. Covers basic concepts, division, equivalent fractions, and practical problem-solving.
More Multiplication: The 10x10 Table - Elementary Mathematics Explained
Strategies for mastering the 10x10 multiplication table, emphasizing understanding over rote memorization. Includes tips on using patterns, symmetry, and the commutative law to aid learning.
The Multiplication Table - Elementary Mathematics Explained - Lecture 14
Comprehensive guide to the multiplication table for beginners, covering properties, memorization techniques, and practical applications through practice and word problems.
Negative Numbers, Multisets, and Modern Physics in Mathematics - Math Foundations 205
Exploring a new approach to arithmetic with integers using multisets and insights from modern physics, revolutionizing our understanding of negative numbers and mathematical foundations.
Numbers, Polynumbers and Arithmetic with Vexels - Data Structures Math Foundations 190
Exploring Hindu Arabic numerals through multiset orientation, polynumbers, and vexels. Connects algebra and arithmetic concepts for a deeper understanding of number systems.
Reconsidering Natural Numbers and Arithmetical Expressions - Math Foundations 185
Exploring the foundations of arithmetic, redefining natural numbers, and challenging traditional notions of prime numbers and infinity in mathematics.
Arithmetic with Monopoly Money - Elementary Mathematics Explained - Lecture 33
Explore how Monopoly enhances arithmetic skills through open numbers and money calculations. Learn practical classroom applications and innovative teaching methods for elementary mathematics.
Introducing Box Arithmetic - Math Foundations 237
Explore a revolutionary approach to arithmetic using multisets and box/anti-box duality, offering new insights into mathematical foundations and their connection to particle physics concepts.
The Curious World of Integral Polynumbers - Math Foundations 233
Explore integral polynumbers through particle physics concepts, expanding arithmetic to include integers as coefficients and exponents, and viewing polynomials as algebraic objects rather than functions.
Mathematics without a Calculator - Arithmetic, Fractions, Decimals, Logarithms, and Exponents for MCAT
Master essential math skills for MCAT without calculators: arithmetic, fractions, decimals, logarithms, and exponents. Enhance problem-solving abilities and boost exam performance.
Fractions - A Mini Review Course
Comprehensive review of fraction concepts, from basics to advanced operations. Ideal for beginners or those seeking a quick refresher on essential fraction skills and techniques.
Geometry, Arithmetic, and Dynamics of Discrete Groups - Lecture 5
Explore discrete group theory through geometric, arithmetic, and dynamic perspectives in this advanced mathematics lecture by Nikolay Bogachev.
Order of Operations: Solving 18 Divided by (3 Plus 6 Divided by 2)
Solve a tricky basic math problem involving order of operations. Master PEMDAS and improve your fundamental math skills.
Mental Math Technique: Solving 25%(4/6) + 50%(1/3)
Learn a mental math technique to quickly solve complex fraction and percentage problems without a calculator, enhancing your mathematical skills and problem-solving abilities.
Subtracting Fractions - Two Methods Using LCD and Shortcuts
Learn two efficient methods for subtracting fractions: using the lowest common denominator (LCD) and a shortcut technique. Master this fundamental math skill with clear explanations and examples.
Order of Operations (PEMDAS) in Fraction Problems
Aprenda a resolver problemas matemáticos complejos utilizando el orden de las operaciones (PEMDAS) en fracciones, mejorando sus habilidades de cálculo y razonamiento lógico.