11. (3 points) The average weight of 14 bags of candy, rounded to the first decimal place, is 90.2 grams. It is known that the weight of each bag of candy is an integer, so the total weight of these 14 bags of candy is $\qquad$
【Answer】Solution: The range of values that can be rounded to 90.2 to one decimal place using the rounding method is: (greater than or equal to 90.15 and less than 90.25)

Therefore, the total weight of the 14 bags of candy is greater than or equal to $90.15 \times 14=1262.1$ grams and less than $90.25 \times 14=1263.5$,

Since the weight of each bag of candy is an integer,
the total weight of the candies is also an integer,
between 1262.1 and 1263.5, only 1263 is an integer,
so the total weight of the 14 bags of candy is 1263 grams.
Answer: The total weight of the 14 bags of candy is 1263 grams.
Therefore, the answer is: 1263 grams.