Step 1: Understanding the Concept:
Indian timekeeping (Mana) uses different observers as reference points. For Devas at the North Pole, for Pitras on the Moon, and for Humans on Earth, a "day" has different durations.
Step 2: Detailed Explanation of Statements:
1. Deva-day (A): As discussed in Question 7, for Devas, the Sun is above the horizon for 6 months and below for 6 months. Thus, one full human year (365 days) constitutes one single day-and-night for the Devas. Statement (A) is TRUE.
2. Savana Day (B): By definition, a Savana day is a terrestrial day measured from one sunrise to the next. Statement (B) is TRUE.
3. Pitra-day (C): One day for the Pitras is equal to one lunar month ($\approx 29.5$ days), not a solar year. Statement (C) is FALSE.
4. Saura Month (D): A solar month is defined as the time the Sun takes to traverse one zodiac sign ($30^\circ$). Statement (D) is effectively TRUE as it relates to the Sun's transit relative to fixed points.
5. Savana Month (E): A Savana month is simply a count of 30 terrestrial days. It is not tied to lunar tithis (which vary in length). Statement (E) is FALSE.
Step 3: Verification with Options:
- The set of true statements is A, B, and D.
- Option (4) presents this combination.
Step 4: Final Answer:
The correct definitions are A (Deva-day), B (Savana day), and D (Saura month).