If a/b = b/c and a, b, c > 0 then show that, (a+b+c) (b-c) = ab-c²
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Hey!!!...Here is ur answer
a/b=b/c
=> b^2=ac
Now,
(a+b+c)(b-c)
=> ab-ac+b^2-bc+bc-c^2
=> ab-ac+b^2-c^2
=> ab-ac+ac-c^2
=> ab-c^2
Hence Proved
Hope it will help you
a/b=b/c
=> b^2=ac
Now,
(a+b+c)(b-c)
=> ab-ac+b^2-bc+bc-c^2
=> ab-ac+b^2-c^2
=> ab-ac+ac-c^2
=> ab-c^2
Hence Proved
Hope it will help you
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