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To choose a mascot for a new middle school, 8th-grade students were polled, and their top choice was selected as the mascot.

Posted on October 22, 2021 By mobete 3 Comments on To choose a mascot for a new middle school, 8th-grade students were polled, and their top choice was selected as the mascot.

To choose a mascot for a new middle school, 8th-grade students were polled, and their top choice was selected as the mascot. was the sample a biased sample?

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Comments (3) on “To choose a mascot for a new middle school, 8th-grade students were polled, and their top choice was selected as the mascot.”

  1. asapocean0317 says:
    October 23, 2021 at 7:21 am

    The sample is biased because only 8th-grade students were polled and the choice of 8th grade students might not be the representative choice of other grades in the middle school.

    Reply
  2. sandywarren8789 says:
    October 23, 2021 at 10:25 am

    yes, it was a biased sample

    Step-by-step explanation:

    it is because 8th graders are not the only students that attend middle school, middle school is students from 6th to 8th grade, for the sample to not have been biased, all the students should have been polled

    Reply
  3. pleasehelpmeonthis says:
    October 24, 2021 at 1:56 am

    Yes, the sample was biased.

    Step-by-step explanation:

    We are told that to choose a mascot for a new middle school, 8th-grade students were polled, and their top choice was selected as the mascot.

    We know that an unbiased sample is an accurate representation of the entire population and it can help us draw conclusions about the population.

    For an unbiased sample each member of a population should equally likely to be chosen and the sample should be representative of the population as a whole.  

    For an unbiased sampling for mascot students should be chosen randomly from each grade of the middle school.

    Since all the students were polled from the same grade, so their choice can not represent the choices of all the students of the school, therefore, the sample was a biased sample.

    Reply

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