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speersy said:All you do is get the division of a line in a given ratio formula and let the ratio be 1:1
I've actually been in the general maths forum proving and deriving formulae and questions which I know nothing about, and getting the correct answer. Fun.Archman said:woo general maths, im all up for it.
thats a brilliant idea! so at least there is some brain activity trying to work out which formula is which. i love itXayma said:Oh and change it each year so they cant be taught which formula's they need and use different lets ie P(x,y)=([m<sub>1</sub>x<sub>2</sub>+m<sub>2</sub>x<sub>1</sub>]/[m<sub>1</sub>+m<sub>2</sub>] , [m<sub>1</sub>y<sub>2</sub>+m<sub>2</sub>y<sub>1</sub>]/[m<sub>1</sub>+m<sub>2</sub>])
Becomes:
R(p,q)=([t<sub>a</sub>p<sub>2</sub>+t<sub>b</sub>p<sub>1</sub>]/[t<sub>a</sub>+t<sub>b</sub>] , [t<sub>a</sub>q<sub>2</sub>+t<sub>b</sub>q<sub>1</sub>]/[t<sub>a</sub>+t<sub>b</sub>])