Answer :
To determine which statement must be true from the given table, we need to analyze the data provided. The table presents three columns named Season, Blessing, and Sturdiest Deviation with four rows of values.
The data is as follows:
Season: 7000, Blessing: 11, Sturdiest Deviation: 35
Season: 2000, Blessing: 24, Sturdiest Deviation: 28
Season: 2007, Blessing: 12, Sturdiest Deviation: 10
Season: 2000, Blessing: 0, Sturdiest Deviation: 50
Without additional context or specific statements to evaluate, consider the following possible observation:
Consistency of Season Values: The Season value "2000" appears twice in the table, suggesting that it might be significant or recurring compared to the other Season values which are unique.
Extreme Values in Columns: The highest value for Blessing is 24, and the highest for Sturdiest Deviation is 50, occurring in different rows. This indicates that Blessing values are not necessarily correlated with Sturdiest Deviations.
Given only this information, it's challenging to definitively state a "true" statement without further context or options typically provided in multiple-choice scenarios. If such options exist, each must be evaluated against the table's data to determine veracity.
For a definite analysis or solution, you should refer to any additional instructions or statements linked with the data context, which might not be provided here.
