If bc, ca and ab are in GP then 1/a,1/b,1/c are in
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we know b²=ac for gp----1
hence take bc as a,ca as b and ab as c
now taking the reciprocal of 1 we get
1/b²=1/a²×1/c²
1/b²=1/ac
by cross multiplication we get ac=b²
hence putting proper values
(ca)²=(bc)(ab)
hence,(ca)²=ba+b²+ca+cb
by solving we get b²=(ca)
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