Solve log (x+1)+log (x–1)=log3
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Step-by-step explanation:
log (x+1) + log (x -1) = log3
log x + log1 + log x -log1 = log 3
log x +log x = log3
2logx = log3
log x² = log3
so, x² = 3
hence, x = √3
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