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A student wants to determine what type of cereal his classmates like best. he buys three of his favorite puffed rice cereals and one oat cereal. he pours five bowls of each cereal and gives one bowl to each of his 20 classmates. he asks each of his classmates if they liked the cereal they had or not. his data shows that more people like puffed rice cereal than oat cereal. he comes to the conclusion that puffed rice cereal is better than oat cereal. what is wrong with the student's conclusion?

User Pratheep
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2 Answers

6 votes

Final answer:

The student's experiment to determine which cereal is 'better' was biased due to an unequal number of choices between puffed rice and oat cereals, and the term 'better' is subjective and does not evaluate factors like nutrition or cost.

Step-by-step explanation:

The issue with the student's conclusion that puffed rice cereal is better than oat cereal based on their experiment is a matter of sample bias and generalization. By providing more options of puffed rice cereal than oat cereal (three to one), the student unconsciously skewed the taste test towards puffed rice, thereby affecting the representativeness of the results. Moreover, 'better' is a subjective term that can vary between individuals, and preference does not necessarily translate to overall quality or healthfulness.

When conducting a study to determine preferences, it's important to offer equal choices and numbers of each option to avoid bias. The student's method therefore does not provide a fair comparison, as more variety was offered for one type of cereal over the other. To make a more accurate conclusion, the student should have provided the same number of options for both puffed rice and oat cereals, ensuring a balanced choice for all participants.

Lastly, liking a type of cereal does not confirm its nutritional value or that it is objectively 'better'. Considerations like nutritional content, cost, and personal health needs play significant roles in determining the superiority of one food product over another.

User Martin Zugnoni
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3 votes

The answer is D The students conclusion shows experimental bias

User Rich Remer
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