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The least positive integral value of the expression `(1)/(2) log_(10) m - log_(m^(-2)) 10` is ______. |
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Answer» Correct Answer - B (i) The least positive integral value of `x + (1)/(x) = 2` (ii) Let `log_(m) 10 = x` then `log_(m) 10 = (1)/(x)`. (iii) The given expression becomes `(1)/(2) (x + (1)/(x))` (iv) Now the least positive value is obtained if `x + (1)/(x)` is minimum. |
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