0000:00:00:00:00Start18Number 18ExplanationIf 2log4x−log4(4x+3)=−12 \log_4 x - \log_4(4x + 3) = -12log4x−log4(4x+3)=−1, then log2x=....\log_2 x = ....log2x=....log23−1\log_2 3 - 1log23−1log23\log_2 3log231−log231 - \log_2 31−log23−1−log23-1 - \log_2 3−1−log23log23+log32\log_2 3 + \log_3 2log23+log32
18Number 18ExplanationIf 2log4x−log4(4x+3)=−12 \log_4 x - \log_4(4x + 3) = -12log4x−log4(4x+3)=−1, then log2x=....\log_2 x = ....log2x=....log23−1\log_2 3 - 1log23−1log23\log_2 3log231−log231 - \log_2 31−log23−1−log23-1 - \log_2 3−1−log23log23+log32\log_2 3 + \log_3 2log23+log32
