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Kiera is writing a cookbook of bread recipes. For a section on different kinds of flour, she is making a chart listing the weight, in grams, of a cup each of 1212 different types of flour. The cups of flour all weigh between 8585 and 156156 grams, with 44 of the types weighing 120120 grams. The mean of the weights of a cup of flour is about 116116 grams, and the mean absolute deviation is about 12.512.5 grams.\newlineWhich is a typical weight of 11 cup of flour?\newline(A) 12.512.5 grams\newline(B) 116116 grams\newline(C) 120120 grams\newline(D) 156156 grams

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Q. Kiera is writing a cookbook of bread recipes. For a section on different kinds of flour, she is making a chart listing the weight, in grams, of a cup each of 1212 different types of flour. The cups of flour all weigh between 8585 and 156156 grams, with 44 of the types weighing 120120 grams. The mean of the weights of a cup of flour is about 116116 grams, and the mean absolute deviation is about 12.512.5 grams.\newlineWhich is a typical weight of 11 cup of flour?\newline(A) 12.512.5 grams\newline(B) 116116 grams\newline(C) 120120 grams\newline(D) 156156 grams
  1. Calculate mean weight: Calculate the mean of the weights of a cup of flour to determine a typical value. The mean is given as 116116 grams.
  2. Compare mean to choices: Compare the mean to the choices provided. The mean represents the average weight, which is a typical value in a data set.
  3. Match choice to mean: Choice (B) is 116116 grams, which matches the calculated mean. This suggests that 116116 grams is a typical weight for a cup of flour in Kiera's data.

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