Answer:
\(\text{log}_7(5^2)\)
Step-by-step explanation:
We have been given a logarithm \(2\text{log}_7(5)\). We are asked to write our given logarithm as a single logarithm.
Using property \(n\cdot \text{log}_a b=\text{log}_a b^n\) we will get,
\(2\text{log}_7(5)=\text{log}_7(5^2)\)
Therefore, the single logarithm of our given logarithm would be \(\text{log}_7(5^2)\).
