If x y z are positive numbers such that a x b are in ap and a y b are in gp and z = 2ab/a+b then
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a, x, b are in A. P.
2x= a+b
similarly, y²=ab
as per given
z=(2ab) /a+b
thus, z= y²/x
y² =zx
therefore, zyx are in g. p.
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