Express as a single logarithm. (loga q - loga r) + 2loga p loga q/p^2r loga qp^2/r loga 2qp/r loga qp^2 r
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Step 1:** Apply the property \( \log_a(M) - \log_a(N) = \log_a \left( \frac{M}{N} \right) \) to simplify the expression: \[ \log_a(4) - \log_a(r) + 2\log_a(p) + \log_a(qp^2r) = \log_a \left( \frac{4}{r} \right) + 2\log_a(p) + \log_a(qp^2r) \] ** Show more…
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