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Games with car number plates

July 31, 2013

The first book I have read on holiday (to the general derision of my family) was Genna Sosonko's The World Champions I knew, a series of mini-bios on several world chess champions (cue 'I had a boring life with no friends' quips from my chess widow wife, to much accompanying mirth from la famille).

The longest, and probably the warmest, is of Mikhail Tal. I am pleased to say that I have at least one thing in common with the Magician from Riga, namely a love of crosswords, brain teasers, and numbers (Sosonko, pg 170).

Genna writes that he learnt a game from Mikhail: out of four figures on the number plate of a car, make 21, using each figure only once. Sosonko writes 'in complicated situations he dealt with square roots, differentials, and integrals with a triumphant look on his face'.

Now I have no idea how differentials and integrals can be applied to numbers. So ignoring them, and instead making the rules:

  1. All the digits must be used, once and only once;
  2. The only operations are addition, subtraction, division, multiplication and squaring;

I tried it on our hire car number plate here in Kas, Turkey. The numbers are 5263 and…. alas, I can't do it.

A bit like not being able to solve most of Mikhail's fabulous combinations.

 

From → Chess, Maths

5 Comments
  1. Paul Farr's avatar
    Paul Farr permalink

    Allan! (6 x 3) + 5 – 2

    Notes hopefully on the way today – enjoy your holiday!

  2. Paul Farr's avatar
    Paul Farr permalink

    6^2 – (5*3)

  3. Paul Farr's avatar
    Paul Farr permalink

    (5*6) – (3^2)

  4. Paul Farr's avatar
    Paul Farr permalink

    (2+5) * (6/3)

    • Paul Farr's avatar
      Paul Farr permalink

      Hmm – 3 out of 4 isn’t so bad – ignore that last attempt!

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