If logx-log5+1=log250 find the value of log2x
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log2x=log250
Because, given question can be written as logx-log5+log10=log250
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Log x - log 5 + 1 = log x/5 + log 10
= log (10x/5) = log (2 x)
so log 2x = log 250.
= log (10x/5) = log (2 x)
so log 2x = log 250.
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