Conundrum Quotes (3 quotes)
… the icy layers of the upper atmosphere contain conundrums enough to be worthy of humanity's greatest efforts.
Begrüssungsworte', Fourth conference of the International Commission for Scientific Aeronautics, St. Petersberg, 1904 (1905), 28-35. Quoted in Peter Lynch, The Emergence of Numerical Weather Prediction (2006), 97.
The conundrum that baffled Medieval philosophers, How many angels can dance on the head of a pin?, can have only one correct answer: All of them.
Please contact webmaster if you have information on a primary source for this quote.
The greatest enemy, however, to true arithmetic work is found in so-called practical or illustrative problems, which are freely given to our pupils, of a degree of difficulty and complexity altogether unsuited to their age and mental development. … I am, myself, no bad mathematician, and all the reasoning powers with which nature endowed me have long been as fully developed as they are ever likely to be; but I have, not infrequently, been puzzled, and at times foiled, by the subtle logical difficulty running through one of these problems, given to my own children. The head-master of one of our Boston high schools confessed to me that he had sometimes been unable to unravel one of these tangled skeins, in trying to help his own daughter through her evening’s work. During this summer, Dr. Fairbairn, the distinguished head of one of the colleges of Oxford, England, told me that not only had he himself encountered a similar difficulty, in the case of his own children, but that, on one occasion, having as his guest one of the first mathematicians of England, the two together had been completely puzzled by one of these arithmetical conundrums.
Address before the Grammar-School Section of the Massachusetts Teachers’ Association (25 Nov 1887), 'The Teaching of Arithmetic in the Boston Schools', printed The Academy (Jan 1888).
Collected in Francis Amasa Walker, Discussions in Education (1899), 253.