MartyConnelly
martyconnelly at shaw.ca
Sat Jan 15 11:58:45 CST 2005
Just straight forward algebra to work it out. Total = Price + Price * GstRate So Divde both sides by Price Total / Price = 1 + GstRate Then transpose Total / (1 + GstRate) = Price So assuming 12.5 % GstRate Price = Total / ( 1 + 12.5/100) This can get a little more confusing in Canada where there is Provincial and Federal Sales Tax and some items have either no provincial or no Federal Tax. Darren DICK wrote: >Hello all >In Australia we have a sales tax apply to all purchases. It's called GST >(Like VAT in Britain) > >At the moment the Govt. has set this Tax at 10 percent. Makes the maths very >simple by >Just adding 10 percent to each currency amount. > >To calculate any TAX inclusive amounts we just divide the grand total by >1/11 (one eleventh) > >So far so good. > >Until the Govt. changes the GST Rate (they said they won't but we all know >they eventually will) > >So I don't want to hard code "Divide Grand total by one eleventh" to get any >GST inclusive amounts. >If the GST amount is changes to say... 12.5 per cent - it won't work - >obviously > >So.for all the mathematically inclined folk out there.. >Is there a clever formula for working out GST Inclusive prices regardless of >the Current TAX rate? >Just like the one eleventh business works for 10 percent? > >Many thanks > >Darren > > -- Marty Connelly Victoria, B.C. Canada