Review question

Which is the largest of these four logarithms? Add to your resource collection Remove from your resource collection Add notes to this resource View your notes for this resource

Ref: R7231

Suggestion

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 $0 < b < a$?