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Algebra
a+bx / a-bx = b+cx / b-cx = c+dx / c- dx, then prove that a,b and c are in ?
Apply Componendo-Dividendo ... for all d fractions,
you get a/b = b/c = c/d ...
which means they r in GP.
Applying componenedo and dividendo
we get
2a/2bx=2b/2cx=2c/2dx
canxelling out x
therefore they are in GP
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Apply Componendo-Dividendo ... for all d fractions,
you get a/b = b/c = c/d ...
which means they r in GP.