1. Subscribervenda
    Dave
    S.Yorks.England
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    11 Sep '18 18:16
    Originally posted by @iamatiger
    Thanks 😀
    Got any other tricky ones?
    I think the key was trying to solve for messenger_speed = k*army_speed.
    At first I tried messenger_speed = k+army_speed
    But there is no solution for k then, because the army speed does not cancel out.
    There's another tricky one on the same page but it looked so complicated I never even tried it.All the others were pretty basic.
    Feel free to try this.I got lost half way through reading the question!!
    Suppose you were told that half the apples you can see could not be seen and 2/3rds of those not seen can be seen and that you could see 6 dozen apples more than cannot be seen and half the apples that cannot be seen could be seen and 3/4's of the apples that can be seen couldn't be seen and that you would then miss out in seeing half a dozen than you see how many apples do you have?
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    12 Sep '18 08:06
    Half the apples you can see could not be seen
    What does that actually mean do you think, are there two people?
  3. Subscribervenda
    Dave
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    12 Sep '18 18:14
    Originally posted by @iamatiger
    What does that actually mean do you think, are there two people?
    No there aren't 2 people.There's a bit of explanation in the book(unlike the last one where there's just the answer)
  4. Joined
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    12 Sep '18 23:101 edit
    Originally posted by @venda
    There's another tricky one on the same page but it looked so complicated I never even tried it.All the others were pretty basic.
    Feel free to try this.I got lost half way through reading the question!!
    Suppose you were told that half the apples you can see could not be seen and 2/3rds of those not seen can be seen and that you could see 6 dozen apples more ...[text shortened]... nd that you would then miss out in seeing half a dozen than you see how many apples do you have?
    half the apples you can see could not be seen
    Does the book have any hints on what that means?
    Also
    you would then miss out in seeing half a dozen than you see
    Is there a word missing in that bit?
  5. Subscribervenda
    Dave
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    13 Sep '18 07:55
    Originally posted by @iamatiger
    [b]half the apples you can see could not be seen
    Does the book have any hints on what that means?
    Also
    you would then miss out in seeing half a dozen than you see
    Is there a word missing in that bit?[/b]
    I presume it means that if you could see 12 apples for instance six of them were hidden from view and yes , I think it should read more than you see
  6. Joined
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    14 Sep '18 20:33
    Originally posted by @venda
    I presume it means that if you could see 12 apples for instance six of them were hidden from view and yes , I think it should read [b]more than you see[/b]
    I give up, I dont know what it means at all.
  7. Subscribervenda
    Dave
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    15 Sep '18 07:47
    Originally posted by @iamatiger
    I give up, I dont know what it means at all.
    I'm not surprised!!.
    Anyway in the book it says:-
    You can see 144 apples. and couldn't see 432 apples.Therefore,there is a total of 576 apples that you have.
    I realise now that's just the answer and there's no explanation.Sorry
  8. Subscribervenda
    Dave
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    15 Sep '18 12:12
    I think you'll enjoy this one Tiger.I saw it in a newspaper ages ago and spent ages trying solve it.It's just basic algebra but I had to enlist the help of the internet to solve it.I'm sure you'll be able to do better.it's an age thing!!:-
    Five men of different ages under fifty are celebrating their
    joint birthday in a pub.Alan's age is the average of their 5
    ages.When Bob is three times Alan's age today,the sum of
    Alan's and Colin's ages will equal the sum of their five
    ages today.Furthermore , Derek will then be 3 times his age
    today.and Eric will be one year more than double Bob's age
    today.The landlord checked that the youngest of the five was
    old enough to buy alcohol.Who is the youngest and how old is
    he?
    > Dave
  9. Joined
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    15 Sep '18 21:543 edits
    That was fun, thanks!
    Alan's age is the average of their 5 ages:
    {1} 4a = b+c+d+e
    When Bob is three times Alan's age today:
    in 3a - b years...
    the sum of Alan's and Colin's ages will equal the sum of their five ages today:
    3a-b+a+3a-b+c=5a
    {2} c=2b-2a
    Derek will then be 3 times his age today:
    3a-b+d=3d
    {3} d=(3a-b)/2
    Eric will be one year more than double Bob's age today:
    3a-b+e=2b+1
    {4} e=3b-3a+1

    Substitute the expressions for c,d and e in {2},{3},{4} into {1} and rearrange to get:
    15a = 11b+2

    Some experimentation shows that if both are aged between 18 and 50 then the only possibility is a=28, b=38.
    Expressions {2},{3},{4} then give: c=20, d=23, e=31

    A near miss was 17,23,12,14,19
  10. Subscribervenda
    Dave
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    16 Sep '18 08:00
    Originally posted by @iamatiger
    That was fun, thanks!
    [b]Alan's age is the average of their 5 ages
    :
    {1} 4a = b+c+d+e
    When Bob is three times Alan's age today:
    in 3a - b years...
    the sum of Alan's and Colin's ages will equal the sum of their five ages today:
    3a-b+a+3a-b+c=5a
    {2} c=2b-2a
    Derek will then be 3 times his age today:
    3a-b+d=3d
    {3} d=(3a-b)/2 ...[text shortened]... 28, b=38.
    Expressions {2},{3},{4} then give: c=20, d=23, e=31

    A near miss was 17,23,12,14,19[/b]
    Top stuff Tiger.
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    16 Sep '18 14:321 edit
    Should I put another up? I am thinking of one involving 3 friends, a skateboard and a bicycle.
  12. Subscribervenda
    Dave
    S.Yorks.England
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    16 Sep '18 16:12
    Originally posted by @iamatiger
    Should I put another up? I am thinking of one involving 3 friends, a skateboard and a bicycle.
    Moving at different speed's
    I could always have a look.
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