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If a/b=c/d then we can say that a:b=c:d=k(universally recognised as costant).If a/b=c/d then a+b/a-b=c+d/c-d.By tranfering b on the other side we can say that a=kb,c=kd.A.T.Q kb+b/kb-b=kd+d/kd-dLets take LHS first:Lets take b common now we can say that b(k+1)/b(k-1) cancel out b fron numerator and denominator we obtain (k+1)/(k-1)RHS:kd+d/kd-d take d as common we can say that d(k+1)/d(k-1) .Cancel out d fron both numerator and denominator we obtain (k+1)/(k-1).LHS = (k+1)/(k-1)= RHS =(k+1)/(k-1).We conclude that LHS=RHS QED.
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