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Learning numbers in a European language has probably affected your early maths ability. It turns out there are better ways to count.
Learning numbers in a European language has probably affected your early maths ability.
(…) And in English, words like “twelve” or “eleven” don’t give many clues as to the structure of the number itself (these names actually come from the Old Saxon words ellevan and twelif, meaning “one left” and “two left”, after 10 has been subtracted).
Easy Ways of Teaching Maths to Primary School Kids
Easy Ways of Teaching Maths to Primary School Kids
Primary school kids are still in their early learning days, especially years one, two, and three. They need constant teaching on various subjects such as maths. Both parents and teachers can put their hands together to ensure that primary school kids get the best maths lessons both at school and at home. Photo by Pixabay on Pexels.com Teaching maths to primary school children can be a…
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Easy Ways of Teaching Maths to Primary School Kids
Easy Ways of Teaching Maths to Primary School Kids
Primary school kids are still in their early learning days, especially years one, two, and three. They need constant teaching on various subjects such as maths. Both parents and teachers can put their hands together to ensure that primary school kids get the best maths lessons both at school and at home. Photo by Pixabay on Pexels.com Teaching maths to primary school children can be a…
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Easy Ways of Teaching Maths to Primary School Kids
Easy Ways of Teaching Maths to Primary School Kids
Primary school kids are still in their early learning days, especially years one, two, and three. They need constant teaching on various subjects such as maths. Both parents and teachers can put their hands together to ensure that primary school kids get the best maths lessons both at school and at home. Photo by Pixabay on Pexels.com Teaching maths to primary school children can be a…
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Cesaro Summation: Does 1 - 1 + 1 - 1 ... = 1/2?
Cesaro Summation: Does 1 – 1 + 1 – 1 … = 1/2?
What is the sum of the infinite sequence 1, -1, 1, -1, 1…..? This is a really interesting puzzle to study – which fits very well when studying geometric series, proof and the history of maths. The two most intuitive answers are either that it has no sum or that it sums to zero. If you group the pattern into pairs, then each pair (1, -1) = 0. However if you group the pattern by first leaving the…
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The Philosophy of Mathematics
The Philosophy of Mathematics
This is a huge topic – closely related to some of the Theory of knowledge concepts. It also gets very complicated. Here are some of the basics (some of this information is simplified from the Stanford Encyclopedia which goes into far more detail). 1) Platonism The basic philosophical question in maths is ontological – ie concerned with existence. The Platonic school (named after Greek…
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