Which is the largest of these four logarithms?

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Which is the largest of the following four numbers?

1. \(\log_2 3\),

2. \(\log_4 8\),

3. \(\log_3 2\),

4. \(\log_5 10\).

Can we evaluate any of the logarithms exactly?

What do we know about \(\log_a b\) when \(0 < b < a\)?