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Reuvers maths, stories and articles

own work (in English and Nederlands): mathematics; stories for children; articles on Banneux, pater Vinck (français, deutsch), thomism, ethics, New Zealand, Maastricht; movie reviews; family pictures and genealogy; pets rubric; humour; a history of our Salvation in pictures (old masters, Latin); a rubric of maths questions; poems

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Reuvers maths, stories and articles | petericepudding.com Reviews
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own work (in English and Nederlands): mathematics; stories for children; articles on Banneux, pater Vinck (français, deutsch), thomism, ethics, New Zealand, Maastricht; movie reviews; family pictures and genealogy; pets rubric; humour; a history of our Salvation in pictures (old masters, Latin); a rubric of maths questions; poems
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1 mathematics
2 foundations
3 diophantine
4 combinatorics
5 perfect codes
6 non-euclidean
7 differential
8 projective
9 geometry
10 olterdissen
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hoofdpagina,adventures,of pete ricepudding,mathematics,non euclidean,geometry,galois,theory,perfect codes,big problems 1,prize problems 1,diverse,unsolved,old readers geometry,programs for flu,and darts,translated poems,fairy tales,in spanish,red indians
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Reuvers maths, stories and articles | petericepudding.com Reviews

https://petericepudding.com

own work (in English and Nederlands): mathematics; stories for children; articles on Banneux, pater Vinck (français, deutsch), thomism, ethics, New Zealand, Maastricht; movie reviews; family pictures and genealogy; pets rubric; humour; a history of our Salvation in pictures (old masters, Latin); a rubric of maths questions; poems

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petericepudding.com petericepudding.com
1

kitchen

http://www.petericepudding.com/kitchen.htm

Provisional solutions by H Reuvers. 11922 Find all positive n such that both n and n. Are palindromes when written in the binary system (without leading zeros). If n = Σ 2. Is a palindrome, the average exponent k is half the highest exponent. But if we square such a palindrome, the average will become more than half the highest exponent, except for small values of n. This is due to three facts:. 1) the double product of 2. 2) the sum of two terms 2. 3) the product of two terms 2. X) = (1 sin(x). 11925 Le...

2

opl

http://www.petericepudding.com/opl.htm

Solutions by H Reuvers, part 1. 10936 Prove that there exists a set S of n-2 points in the interior of a convex n-gon such that for any three vertices of the n-gon, the interior of the triangle determined by the three vertices contains exactly one element of S. Be the vertices, and A. The sides (with n 1 "=" 1). Choose the first point in the interior of the intersection of the triangles A. Choose the second point among the points in the unshaded part of the intersection of the triangles A. So lambda=(b-c...

3

christ2004

http://www.petericepudding.com/probe04.htm

This is my third Christmas maths problem in three years. You can win a nice prize with it. Ten pirates arrive at a space station with a space ship. The station has the shape of a regular tetrahedron. They decide that some of them will settle there, but as far away from each other as possible. Give exact descriptions and sketches of your configurations, and a concise explanation of the way you found the configurations. Mention in each case the minimal distance between two points in your configuration.

4

Dutch

http://www.petericepudding.com/dutch.htm

Click here to go to my homepage. IK HEB U LIEF, MIJN NEDERLANDS! I LOVE THEE DEARLY, MY DUTCH LANGUAGE! Long ago, my family and I spent our Easter holidays on the Spanish island of Mallorca. One of my little sons suddenly asked an interesting question: "Why are we speaking Dutch in Spain? He thought we should have changed languages immediately after our arrival on Mallorca, and he couldn't accept that all people knew Spanish except us. Fragments of old folk songs leapt into my mind . There are even more ...

5

swartapete

http://www.petericepudding.com/swartapete.htm

Click here to go to my homepage. Sinterklaas and Swarta Pete. A Spanish bishop from Myra. Maastricht's first telephone connection was constructed in 1880 between two shops of a gentleman named Maussen. This man had also the first 'tubes luminescents' (tl-tubes) installed, which happened in 1932 in his new department store. Buddy, stop your ruddy noise! In the years nineteenhundred and twenty, Sinterklaas was already well known as a friend of children, albeit a strict one. The goodies got sweets, but ...

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Reuvers maths, stories and articles

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