1. e4
    Joined
    06 May '08
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    42492
    05 Dec '19 10:57

    A mixture of 12 puzzles, problems, charades and questions to tide you over Christmas.

    Blog Post 437
  2. Joined
    15 Dec '03
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    313682
    05 Dec '19 11:05
    You mean HOLIDAY Quiz right?
  3. e4
    Joined
    06 May '08
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    42492
    05 Dec '19 16:38
    No. I've retired, everyday is a holiday.

    It maybe a wee bit early. (the supermarkets had their Christmas trees up
    in the first week of November and started piping out the Christmas tunes).
    But soon I am going on a month long complete techno detox - no net, TV or phone..
  4. Subscribervenda
    Dave
    S.Yorks.England
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    22 Dec '19 15:46
    This is easy once you know how these things work but it might cause some amusement to the uninitiated.
    I have a daily mensa puzzle calendar and this was on it yesterday:-
    Santa's elves set off to deliver presents to santa from the toy factory.
    Their sleigh travels at a constant speed of 45 mph.
    However one elf is late and sets off 8 minutes later at a constant speed of 60 mph.
    Both follow exactly the same route.
    How long will it take the lone elf to catch up with the rest?
  5. Standard memberBigDogg
    Secret RHP coder
    on the payroll
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    26 Dec '19 05:161 edit
    @venda said
    This is easy once you know how these things work but it might cause some amusement to the uninitiated.
    I have a daily mensa puzzle calendar and this was on it yesterday:-
    Santa's elves set off to deliver presents to santa from the toy factory.
    Their sleigh travels at a constant speed of 45 mph.
    However one elf is late and sets off 8 minutes later at a constant speed of 60 m ...[text shortened]...
    Both follow exactly the same route.
    How long will it take the lone elf to catch up with the rest?
    45t = 60(t - 8/60)
    8 = 15t
    t = 8/15 hours = 32 minutes total time
    2nd elf takes 24 minutes once he starts.
  6. Subscribervenda
    Dave
    S.Yorks.England
    Joined
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    26 Dec '19 15:29
    @bigdoggproblem said
    45t = 60(t - 8/60)
    8 = 15t
    t = 8/15 hours = 32 minutes total time
    2nd elf takes 24 minutes once he starts.
    Correct.There's more than one way to tackle it but your way is probably the simplest.
    I did it with ratio's the times being in the ratio of 3:4, therefore
    4x =3(x +8)
    x = 24
  7. SubscriberEarl of Trumps
    Pawn Whisperer
    My Kingdom fora Pawn
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    27 Dec '19 20:23
    This is how my simple mind views it: (doing this in my head here)

    45 mph=3/4 mp(minute) and 60 mph=1 mpm; difference = 60-45=15 mph = 1/4 mpm

    8 minutes at 3/4 mpm = 6 miles head start.

    It takes 4x6 = 24 minutes to go 6 miles at 1/4 mpm difference

    24 minutes
  8. Subscribervenda
    Dave
    S.Yorks.England
    Joined
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    28 Dec '19 19:48
    As I said earlier, there's always more than 1 way to attack these sort of problems.
    Thanks for your interest and imput
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