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Planning, Analysis and Evaluation

Errors, uncertainty, accuracy and precision

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Overview

Recall questions on Errors, uncertainty, accuracy and precision.

What you need to know

Answer each one before you reveal it.

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Evaluation

Distinguish between a random error and a systematic error.

Evaluation

Why is an uncertainty quoted to only one or at most two significant figures?

Key term

Distinguish between the accuracy and the precision of a set of measurements.

Questions from this subtopic

Each one with the model answer underneath.

  1. 1

    Distinguish between the accuracy and the precision of a set of measurements.

    Model answer

    Accuracy is how close the measurements are to the true value. Precision is how close the repeated measurements are to one another, and a set can be highly precise while being consistently wrong.

  2. 2

    Three titres agree to within 0.05 cm³ but the calculated concentration is 5% away from the accepted value. What does this suggest?

    Model answer

    The results are precise but not accurate, so random errors are small and the problem is a systematic error. Likely causes are a mis-standardised titrant, a badly calibrated burette or a consistently misjudged end point.

  3. 3

    Distinguish between a random error and a systematic error.

    Model answer

    A random error varies unpredictably in size and direction from one measurement to the next, so results scatter about the mean. A systematic error shifts every measurement in the same direction by a similar amount, so the mean is displaced from the true value.

  4. 4

    Why do repeats reduce the effect of random errors but not of systematic errors?

    Model answer

    Random errors are as likely to be positive as negative, so they tend to cancel when a mean is taken. A systematic error affects every run identically, so averaging simply reproduces the same offset.

  5. 5

    What are the commonest systematic errors in practical chemistry?

    Model answer

    A balance that has not been zeroed, so every mass is out by the same amount; heat lost to the surroundings in calorimetry, which makes every measured temperature change too small; and reading a burette consistently from above the meniscus. An impure or wrongly labelled reagent also gives a systematic offset.

  6. 6

    What is parallax error and how is it avoided?

    Model answer

    It is the error caused by viewing a scale from an angle, so that the reading appears displaced relative to the mark. It is avoided by placing the eye level with the meniscus or pointer and keeping the apparatus vertical.

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