Arrange ` log_(2) 5, log_(0.5) 5, log_(7) 5, log_(3) 5` in decreasing order.

Explanation

To arrange the logarithmic values \( \log_{2} 5, \log_{0.5} 5, \log_{7} 5, \log_{3} 5 \) in decreasing order, we will analyze each logarithm step by step.

### Step 1: Analyze \( \log_{2} 5 \)
Let \( x = \log_{2} 5 \).
This means \( 5 = 2^{x} \).
Since \( 4 < 5 < 8 \), we can write:
\[
2^2 < 5 < 2^3
...