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If there successive terms of a G.P with common ratio r(r>1) form the sides of a $Δ A B C$ and [r] denotes greates integer function, then $[r] + [- r] =$

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Correct option is C

a,ar,ar2 are sides of a triangle⇒ar2−ar

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If there successive terms of a G.P with common ratio r(r>1) form the sides of a ΔABC and [r] denotes greates integer function, then [ r ]+[ - r] =

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Ready to Test Your Skills?

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If there successive terms of a G.P with common ratio r(r>1) form the sides of a $Δ A B C$ and [r] denotes greates integer function, then $[r] + [- r] =$