Final answer:
Without the complete expression, it's not possible to solve for a value given f, g, and h. However, discussing F-statistics is within reach: possible F-statistic values are non-negative because they indicate a ratio of variances; thus, values like 2.47, 5.95, 7.28, and 0.97 are potential F-statistics.
Step-by-step explanation:
The initial question seems incomplete as it doesn't provide an expression to evaluate with the given values for f, g, and h. However, I can address a related example by explaining how an F-statistic functions and which values are feasible. The F-statistic is utilized in ANOVA (Analysis of Variance), and its values are always non-negative because it is a ratio of variances, both of which are always positive numbers.
- 2.47 is a possible F-statistic.
- 5.95 is a possible F-statistic.
- -3.61 is not possible as F-statistics cannot be negative.
- 7.28 is a possible F-statistic.
- 0.97 is a possible F-statistic.
Therefore, options A (2.47), B (5.95), D (7.28), and E (0.97) represent possible F-statistics, while option C (-3.61) does not.