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If x = log2 3 and y = log2 5, then log2 15 in terms of x and y is A) x – y B) x + y C) xy D) x + y – 1 |
Answer» Correct option is (B) x + y \(x=log_2\,3\) and \(y=log_2\,5\) \(log_2\,15=log_2\,(3\times5)\) \(=log_2\,3+log_2\,5\) = x+y \((\because\) log AB = log A + log B) Correct option is B) x + y |
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