Calculator Query

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jewels.p
jewels.p Registered Posts: 1,774 Beyond epic contributor 🧙‍♂️
This is bugging us in the office.

If you have £120,000 x 87,500 and it is outwith the scope of the calculator what digits do you knock off to get the correct answer cause if you knock off three on the £120,000 you cant knock off three on the £87,500 but if you multiply 120 x 87.5 it doesnt give you the right answer! :confused:

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  • A-Vic
    A-Vic Registered Posts: 6,970 Beyond epic contributor 🧙‍♂️
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    = 10,500,000 just tried the same way 120x87.5 then put 3 0's at the end

    120 x 87.5 = 10500
  • A-Vic
    A-Vic Registered Posts: 6,970 Beyond epic contributor 🧙‍♂️
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    on the computer calculator it can do the scope and i get the same answer
  • jewels.p
    jewels.p Registered Posts: 1,774 Beyond epic contributor 🧙‍♂️
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    These were just example figures I just wondered what you do in an exam if there is a figure that has for example 500 in it like £87,500 how do you knock the zeros off? :laugh:
  • taskey
    taskey Registered Posts: 1,800 Beyond epic contributor 🧙‍♂️
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    you would just knock of the zero's and put in a decimal, so 15500 would become 15.5
  • A-Vic
    A-Vic Registered Posts: 6,970 Beyond epic contributor 🧙‍♂️
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    and tut at you jewels making me think on a work day thats a first :lol:
  • jewels.p
    jewels.p Registered Posts: 1,774 Beyond epic contributor 🧙‍♂️
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    taskey wrote: »
    you would just knock of the zero's and put in a decimal, so 15500 would become 15.5

    That doesnt work Taskey cause (using my earlier figures) 120 x 87.5 = 10,500 add back the three zeros and you get £10,500,000 then answer should be £10,500,000,000
  • A-Vic
    A-Vic Registered Posts: 6,970 Beyond epic contributor 🧙‍♂️
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    jewels.p wrote: »
    That doesnt work Taskey cause (using my earlier figures) 120 x 87.5 = 10,500 add back the three zeros and you get £10,500,000 then answer should be £10,500,000,000

    yeah i noticed that just now
  • taskey
    taskey Registered Posts: 1,800 Beyond epic contributor 🧙‍♂️
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    mmmmmmmmmmmmmm

    stumped me now - sorry hun. my advice, get a better calculator lol

    Tracy
  • Andy Blyth
    Andy Blyth Registered Posts: 48 Regular contributor ⭐
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    The best way to do it is to simplify one of the numbers, not both. Then this technique works.

    120 x 87,500 = 10,500,000

    Add back the three 0's = 10,500,000,000



    If you simplify both numbers, you need to add back the zeros from both numbers which were simplified, not just one of them:

    120 x 87.5 = 10,500

    Add back six 0's = 10,500,000,000
  • jewels.p
    jewels.p Registered Posts: 1,774 Beyond epic contributor 🧙‍♂️
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    Thanks Andy you have settled it now! :thumbup1:
  • bumblebee
    bumblebee Registered Posts: 135 Dedicated contributor 🦉
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    jewels.p wrote: »
    This is bugging us in the office.

    If you have £120,000 x 87,500 and it is outwith the scope of the calculator what digits do you knock off to get the correct answer cause if you knock off three on the £120,000 you cant knock off three on the £87,500 but if you multiply 120 x 87.5 it doesnt give you the right answer! :confused:

    Works on my calculator (You need a 12 digit calculator)!
    Although, Andy's method works and is easy to remember.
  • A-Vic
    A-Vic Registered Posts: 6,970 Beyond epic contributor 🧙‍♂️
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    or just use the pc calculator
  • blobbyh
    blobbyh Registered Posts: 2,415 Beyond epic contributor 🧙‍♂️
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    As accountants, we should all own decent 12 digit calculators anyway and shame on those that don't. I'm surprised that those of you in practice are working with inadequate tools - and yep, a calculator is an important tool!

    Professional footballers don't play in trainers and pro-tennis players don't use twenty quid rackets from JJB.
  • CJC
    CJC Registered Posts: 1,657 Beyond epic contributor 🧙‍♂️
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    I thought accountants were supposed to know about maths. Isn't it obvious that if you're simplifying by dividing through by 1,000 you need to multiply by 1,000,000 to get the answer?
    [u]a[/u] * [u]b[/u] = [u]ab[/u]   hence a * b  = [u]ab[/u] * [u]c*c[/u]
    c   c   c*c                 c*c   1
    

    Or just use the PC calculator as Vic said.
  • jewels.p
    jewels.p Registered Posts: 1,774 Beyond epic contributor 🧙‍♂️
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    CJC wrote: »
    I thought accountants were supposed to know about maths. Isn't it obvious that if you're simplifying by dividing through by 1,000 you need to multiply by 1,000,000 to get the answer?
    [u]a[/u] * [u]b[/u] = [u]ab[/u]   hence a * b  = [u]ab[/u] * [u]c*c[/u]
    c   c   c*c                 c*c   1
    

    Or just use the PC calculator as Vic said.

    Oh well looks like there is a lot of accountants that dont know about maths then doesn't it! No it wasnt obvious to a few of us.

    I was asking the question from an exam point of view so wouldnt be able to use a pc.
  • blobbyh
    blobbyh Registered Posts: 2,415 Beyond epic contributor 🧙‍♂️
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    CJC wrote: »
    I thought accountants were supposed to know about maths

    We need to be able to do arithmatic for sure but as for pure mathematics, I don't really think so. I got a U at maths O' level and a grade one CSE just six months later yet the latter is supposed to be the equivalent of a C grade at the former. Not even close.

    Anyway, we have calculators and if there was ever a situation in the modern world where calculators wouldn't exist anymore, I think we'd probably have greater problems to worry about...
  • CJC
    CJC Registered Posts: 1,657 Beyond epic contributor 🧙‍♂️
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    I broadly agree with you about calculators but if I'm doing calculations using numbers with lots of 0s I quite often knock a few off just to save on keystrokes. Sure you don't needtoa maths wizard to be an accountant but some basic knowledge of algebra does comes in handy – e.g. for working out percentages or balance sheet ratios &c.

    Maths A-level Grade D btw.
  • Bluewednesday
    Bluewednesday Registered Posts: 1,624 Beyond epic contributor 🧙‍♂️
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    CJC wrote: »
    Maths A-level Grade D btw.

    Snap! Pretty poor by todays standards ha ha
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