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    If we add ‘measurement error’ or ‘non-sampling error’ to ‘sampling error’, we get
    Question

    If we add ‘measurement error’ or ‘non-sampling error’ to ‘sampling error’, we get

    A.

    Frame Error 

    B.

    Total Error

    C.

    Chance Error

    D.

    Response Error

    Correct option is B

    Total Error

    In statistical research, errors can arise due to different sources. Sampling error occurs when a sample does not perfectly represent the population due to natural variation. However, measurement error and non-sampling error introduce additional inaccuracies. When all these errors are combined, the result is known as Total Error.

    Total Error includes both:

    • Sampling Error – Differences between the population parameter and sample statistic.
    • Non-sampling Errors, which include:
      • Measurement Error – Inaccuracies due to flaws in survey instruments or data collection methods.
      • Response Error – Errors occurring when respondents provide incorrect information.
      • Processing Error – Mistakes in data recording, entry, or analysis.
      • Coverage Error – Incomplete representation of the population.

    Since Total Error is the sum of all possible errors affecting research outcomes, it is the correct answer.


    Information Booster

    • Total Error represents the combined effect of sampling and non-sampling errors.
    • Sampling Error arises due to selecting a sample rather than conducting a full population study.
    • Measurement Error occurs when incorrect data is recorded due to faulty instruments or misunderstandings.
    • Coverage Error happens when certain groups of the population are omitted from the sample.
    • Processing Error includes mistakes in data coding, entry, or statistical analysis.
    • Response Error occurs when survey participants provide inaccurate or misleading responses.
    • Minimizing Total Error is essential for improving research accuracy and data reliability.

    Additional Knowledge

    • (a) Frame Error – Occurs when the sampling frame does not accurately reflect the population, leading to bias in sample selection.
    • (c) Chance Error – Represents random variations in data that occur unpredictably due to chance.
    • (d) Response Error – Happens when survey participants provide incorrect or misleading answers, either intentionally or unintentionally.

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