Evaluate:
Let 
Taking log on both side,
(since, log an = n log a)
(∵ log a÷ b = loga – log b)
(∵ log a × b = loga + log b)
⇒ log x = –0.2255
⇒ x = antilog (–0.2255) = antilog ̅0.2255 = 0.5948
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