a(a+1/a)-b(b-1/b)-c(c+1/c)
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A+1\B=1——————(1)
B+1\C=1———————(2)
B=1–1\C
Substituting in (1),we get
A+C/(C-1)=1
On cross multiplication, AC-A+C=C-1
Thus AC-A=-1 or A=1\(C+1)——————-(3)
Now , C+1\A=C+C+1=2C+1=2C+2–1=2(C+1)-1=(2\A)-1 from (3)
=(2\(1–1\B))-1
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