Uncertainties in measurements: chemistry
I can explain why there is some uncertainty when measurements are made, how to minimise uncertainty, and calculate uncertainties.
- Year 10
- AQA
Uncertainties in measurements: chemistry
I can explain why there is some uncertainty when measurements are made, how to minimise uncertainty, and calculate uncertainties.
Lesson details
Key learning points
- Whenever a measurement is made, there is always some uncertainty about the result obtained.
- The uncertainty of an individual measurement is equal to half the resolution of the device used to take the measurement.
- The higher the resolution, the lower the uncertainty of an individual measurement.
- Half the range of repeated measurements equals the uncertainty of a mean value.
- The uncertainty of a measurement provides a range within which the actual value can be found.
Keywords
Uncertainty - is the range of measurements within which the true value can be expected to be found. On apparatus, it is half the value of one resolution marking.
Measurement - provides quantitative information about an object or system.
Mean - is an average calculated by adding up the values of a set of measurements and dividing by the number of measurements in the set.
Resolution - is the smallest change a piece of apparatus can measure - shown by its markings.
Apparatus - a piece of equipment that is designed for a particular use.
Common misconception
Pupils rarely consider the choice of equipment and its link to the accuracy of the data they collect in a practical.
Highlight that equipment with smaller resolution provides more precise measurements, which can decrease the uncertainty of a calculated mean.