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Comments

  • I have dyslexia, so get used to my spelling and grammar :)
    Mortgage pay off date 11/2028. Target 12/2020 :rotfl:
    Current Balance £33921
    Declutter 2123/2016
  • TrulyMadly
    TrulyMadly Posts: 39,754 Forumite
    Part of the Furniture Combo Breaker Cashback Cashier
    :eek::eek:







    2015-02-13202142_zps4c737a7e.jpg


    :D

    :rotfl::rotfl:
    To do is to be. Rousseau
    To be is to do. Sartre
    Do be do be do. Sinatra
  • I love gold bars...so I really try not to buy them...they are like the devils temptation to me:( I have phases where I buy loads, usually when they are really cheap)...mind u I used to think poundland was cheap til u lot educated me about spending:eek:thought a quid a pack was cheap, good job mt t shop is miles away:rotfl:so by time bus fare is included and I buy stuff I dont want, its a false economy.2 for a quid is really good atm:)
    People bring great joy into our lives..some by arriving, others by leaving.im trying to be one of the former, so please bear with :)

    LOVE ME, LOVE MY NEWFOUNDLAND.:A
  • Savvybuyer
    Savvybuyer Posts: 22,332 Forumite
    Eighth Anniversary 10,000 Posts Combo Breaker
    bubbs wrote: »
    they were 39p last year in t's:D
    Welcome by the way:D

    :eek:
    Well I'm glad I didn't find any Taxi bars in my store now because, even with the trigger, the Gold Bars and the Club still work out each more expensive than that!:D
    I love gold bars...so I really try not to buy them...they are like the devils temptation to me:( I have phases where I buy loads, usually when they are really cheap)...mind u I used to think poundland was cheap til u lot educated me about spending:eek:thought a quid a pack was cheap, good job mt t shop is miles away:rotfl:so by time bus fare is included and I buy stuff I dont want, its a false economy.2 for a quid is really good atm:)

    :rotfl::rotfl:

    Same here.
  • Savvybuyer
    Savvybuyer Posts: 22,332 Forumite
    Eighth Anniversary 10,000 Posts Combo Breaker
    Well, earlier was the position if you think about it and analyse it. In practice, I go through life pretty well and don't upset people. Just like most people do I suspect.
  • Munqui
    Munqui Posts: 3,439 Forumite
    All this talk of maths problems reminded me of this....
    [skip to next post if you don't want brain-ache:)]

    How to Make the Universe Collapse
    (using alegebra)
    Let's start with any two numbers, a and b, which just happen to be the same, So:
    a = b
    Now watch very carefully, I shall do this only once;)....
    (where it says a2 or b2, it means a squared or b squared - the superscript numbers won't display properly is all)
    Multiply both sides by a: a2 [i.e., a squared] = ab
    Subtract b2 from both sides: a2 - b2 = ab - b2
    On the left-hand side is the difference of two squares so we know that a2 - b2 = (a + b)(a - b). On the right-hand side is ab - b2; both bits will divide by b, so it can be written as b(a - b). So we get this:
    (a + b)(a - b) = b(a - b)
    Now divide both sides by (a - b) to get:
    (a + b) = b
    There is nothing to multiply the brackets by, so get rid of them:
    a + b = b
    Move the +b across and change the + sign:
    a = b - b
    So we have:
    a = 0
    Remember that a and b could be any number, so we've just proved that any number equals zero. This implies that any measurement of time, distance or weight is non-existent .... so bye-bye Universe:D


    (as explained by Kjartan Poskitt in 'Everyday Maths for Grown Ups')

    This is the code that runs on the APG super computer :D
    #CHEEKY :cool:
  • Savvybuyer
    Savvybuyer Posts: 22,332 Forumite
    Eighth Anniversary 10,000 Posts Combo Breaker
    All this talk of maths problems reminded me of this....
    [skip to next post if you don't want brain-ache:)]

    How to Make the Universe Collapse (using alegebra)
    Let's start with any two numbers, a and b, which just happen to be the same, So:
    a = b
    Now watch very carefully, I shall do this only once;)....
    (where it says a2 or b2, it means a squared or b squared - the superscript numbers won't display properly is all)
    Multiply both sides by a: a2 [i.e., a squared] = ab
    Subtract b2 from both sides: a2 - b2 = ab - b2
    On the left-hand side is the difference of two squares so we know that a2 - b2 = (a + b)(a - b). On the right-hand side is ab - b2; both bits will divide by b, so it can be written as b(a - b). So we get this:
    (a + b)(a - b) = b(a - b)
    Now divide both sides by (a - b) to get:
    (a + b) = b
    There is nothing to multiply the brackets by, so get rid of them:
    a + b = b
    Move the +b across and change the + sign:
    a = b - b
    So we have:
    a = 0
    Remember that a and b could be any number, so we've just proved that any number equals zero. This implies that any measurement of time, distance or weight is non-existent .... so bye-bye Universe:D


    (as explained by Kjartan Poskitt in 'Everyday Maths for Grown Ups')

    Oh I love a bit of brainache!:T The thing is that things like that never make my brain ache:D. I suspect most people's do:D:D.
  • Savvybuyer
    Savvybuyer Posts: 22,332 Forumite
    Eighth Anniversary 10,000 Posts Combo Breaker
    edited 13 February 2015 at 10:00PM
    Munqui wrote: »
    This is the code that runs on the APG super computer :D

    :rotfl::rotfl:


    ...


    Oh, come on! Being so pedantic:(:rotfl::

    "This forum requires that you wait 30 seconds between posts. Please try again in 1 seconds:(."

    (Frown over it being just one second! One second, between friends. Could also have frowned over the incorrect use of the plural:p:rotfl:.)
  • wackynut wrote: »
    AvM


    10 x Sure Crystal Clear Aqua Antiperspirant Deodorant (... £21.90 £9.90 charged £1

    1 x A's Chosen by You Gourmet Jelly Beans (225g) £1.88 £0.74

    Could you explain please Are you saying you paid £1 but the APG showed £2.19 each? :o
  • davemorton wrote: »
    But (a + b)(a - b) = b(a - b) is not the same, if you expand it, it gives you..
    aa-ab+ba-bb = ba - bb ? (I think)
    'Show your workings':rotfl:
    (I've scanned the page from the book, just in case I've typed it up wrong:o)
    scan0001_zpskgh0feuw.jpg
    'It is better to remain silent and be thought a fool, than to open your mouth and remove all doubt.'
    Groucho Marx

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