Maths question...

London Geezer

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Hello guys,

this time it's a question from me, not KILER...

Basically i want to know the difference between these two:

x*1.053

and

x/(1-0.053)


I've always used the first one to gross up a number to a percetage of it (for example 100*1.05=105), but now some guy here is using the second one and i'm not totally sure what that is as it gives a slightly different result (100/1-0.05=105.2631).....

Thanks!!
 
london-boy said:
Hello guys,

this time it's a question from me, not KILER...

Basically i want to know the difference between these two:

x*1.053

and

x/(1-0.053)


I've always used the first one to gross up a number to a percetage of it (for example 100*1.05=105), but now some guy here is using the second one and i'm not totally sure what that is as it gives a slightly different result (100/1-0.05=105.2631).....

Thanks!!
In the first you take x as 100% and then calculate 105.3%
The second takes x as 94.7% and then calculate 100% (which aint the same as the above)

You get the required % y from the base % x in the following manner:
y/105.3 = x/100
y/100 = x/94.7
 
x/(1-0.053) =
x * (1/(1-0.053)) =
x * (1/0.947) =
x * 1.0559662090813093980992608236536.



They are not equivelant. Not sure what they other guy is doing but your method is the normal one for what you are trying to do.

CC
 
That's what i said, but apparently he wants to keep his method as it's "company procedure".... I'm just not sure what he's trying to do to be honest...
 
Neither method is always right or wrong.
if you want to know how your current money (100%) grows with 5.3 % Rendite (right word?), use the first one.
if you got a nice new dress 5.3 % cheaper and want to know its full price (100%), use the second
 
Oooh right, so the first one is to get a number if i know the 100% figure and the percentage. The second is to get the 100% figure if i only have the "discounted" figure... Thanks!
 
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