Explore more Articles in

ARITHMETIC

Chess Board With Numbers Explained (+ free download)

Chess board with numbers helps make the game of chess more strategic. The process of using numbers and letters to determine the position of...

Missing Numbers Worksheet | Missing Numerals |Free Worksheets for Kids

Math practice on missing numbers worksheet will help the kids to know the numbers serially. Kids find difficult to memorize the numbers from 1...

Properties of Quadrilateral – WTSkills

In this post we will discuss properties and formulas of different quadrilateral in detail. Following quadrilaterals are discussed below; (a) Square(b) Rectangle(c) Parallelogram(d) Rhombus(e) Trapezium Along with...

Professor Rögnvaldur Möller (Univ. of Iceland) visited the University of Lincoln and gave a talk at the Algebra Seminar – Maths & Physics News

Professor Rögnvaldur Möller from the University of Iceland visited the Charlotte Scott Research Centre for Algebra at the University of Lincoln from Thursday 9th...

S01 overview – Intellectual Mathematics

Galileo is the most overrated figure in the history of science. That is the thesis of Season 1 of my podcast, which consists of...

Societal role of geometry in early civilisations – Intellectual Mathematics

Podcast: DownloadIn ancient Mesopotamia and Egypt, mathematics meant law and order. Specialised mathematical technocrats were deployed to settle conflicts regarding taxes, trade contracts, and...

the oral character of Greek geometry – Intellectual Mathematics

Podcast: DownloadGreek geometry is written in a style adapted to oral teaching. Mathematicians memorised theorems the way bards memorised poems. Several oddities about how...

history and purpose of Pythagorean Theorem – Intellectual Mathematics

Podcast: DownloadThe Pythagorean Theorem might have been used in antiquity to build the pyramids, dig tunnels through mountains, and predict eclipse durations, it has...

the dream of reduction to logic – Intellectual Mathematics

Podcast: DownloadEuclid’s Elements, read backwards, reduces complex truths to simpler ones, such as the Pythagorean Theorem to the parallelogram area theorem, and that in...

What makes a good axiom? – Intellectual Mathematics

Podcast: DownloadHow should axioms be justified? By appeal to intuition, or sensory perception? Or are axioms legitimated merely indirectly, by their logical consequences? Plato...

Most Popular