Concept:
Henry's Law states: \(P = K_H \cdot \chi\).
Taking logarithms on both sides:
\[ \log P = \log(K_H \cdot \chi) = \log \chi + \log K_H \]
This is an equation of a straight line \(y = mx + c\), where:
\(y = \log P\), \(x = \log \chi\), \(m = 1\) (slope), \(c = \log K_H\) (intercept).
Graph Analysis:
The graph of \(\log P\) vs \(\log \chi\) must be a straight line with a slope of +1 (45 degrees) and a y-intercept.
Conclusion: Option (4) (Assuming it shows a linear plot with positive slope).