Step 1: Understanding the Concept:
Moisture sorption isotherms and Equilibrium Relative Humidity (ERH): thermodynamic water vapor gradients drive moisture flux between food and surrounding headspace air until equilibrium ($a_w = ext{ERH}/100$) is attained.
Key Formula or Approach:
\[ \text{Equilibrium Condition: } a_w = \frac{\text{ERH}}{100} \quad \implies \quad \begin{cases} \text{If } \text{RH} > 100 \cdot a_w \implies \text{Food adsorbs water (Moisture Gain)} \text{If } \text{RH} < 100 \cdot a_w \implies \text{Food desorbs water (Moisture Loss)} \end{cases} \]
Step 2: Detailed Explanation:
1. Statement I: Water Activity ($a_w$) and relative humidity follow thermodynamic moisture equilibrium ($a_w = \text{ERH}/100$). When a dry, low-$a_w$ food (e.g., dried fish, $a_w = 0.60$) is stored in an ambient high relative humidity atmosphere (e.g., $\text{RH} = 85\%$), water vapor transfers from the humid air into the food, raising its water activity and precipitating mold growth. Hence, Statement I is true.
2. Statement II: When high-$a_w$ fresh/moist foods ($a_w = 0.95$) are stored in a dry, low-RH environment ($\text{RH} = 50\%$), water rapidly evaporates from the food surface into the air, leading to surface desiccation, case hardening, weight shrinkage, freezer burn, and quality loss. Hence, Statement II is true.
Step 3: Final Answer:
Thus, Both Statement I and Statement II are true, corresponding to option (A).