Arrange `(log)_2 5,(log)_(0. 5)5,(log)_7 5,(log)_3 5` in decreasing order.

Explanation

To arrange the logarithms \( \log_2 5, \log_{0.5} 5, \log_7 5, \log_3 5 \) in decreasing order, we will analyze each logarithm step by step.

### Step 1: Analyze \( \log_2 5 \)

Let \( x = \log_2 5 \). By the definition of logarithms, we have:
\[ 2^x = 5 \]
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