2021 June(D06) Math Question 26
Logarithms
- Logarithm Expressions
Since 62=366^2=3662=36, log6(36)=2log_6(36)=2log6(36)=2.
Since 32=93^2=932=9, log3(9)=2log_3(9)=2log3(9)=2.
Therefore, (log6(36))(log3(9))=2×2=4(log_6(36))(log_3(9))=2\times2=4(log6(36))(log3(9))=2×2=4
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