If ( _ 10 (x-1), , _ 10 x, , _ 10 (x+9) ) are consecutive terms of an arithmetic…

MATHEMATICS · Single correct · ISC · Mathematics · Algebra · Algebra

Problem

If log⁡10(x−1), log⁡10x, log⁡10(x+9)\log_{10}(x-1),\,\log_{10}x,\,\log_{10}(x+9) are consecutive terms of an arithmetic progression, then the value of xx is (a) 44 (b) 85−72\dfrac{\sqrt{85}-7}{2} (c) 3(2−1)3(\sqrt{2}-1) (d) 98\dfrac{9}{8}

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