A. Express each logarithm in terms of log₂ M and Log₂ N.
Answer:
1) log₂ M⁶ N³ → 6N³ log₂ (M)
2) log₂ (MN)⁴ → 4log₂ (NM)
3) log₂ M√N → log₂ (M) + log₂ (√N)
4) log₂ ∛M² N → 2log₂ (∛M) + log₂ (N)
5) log₂ M⁴/N³ → 4log₂ (M) - 3log₂ (N)
6) log₂ (M/N)⁷ → 7log² (M/N)
7) log₂ √M/N³ → 1/2 (log₂ (M) - 3log₂ (N))
8) log₂ 1/MN → -(log₂ (M) + log₂ (N))
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