The definition of resolution
Ability to see two objects as separate to see in more detail
accuracy
a measurement result is considered accurate if it is judged to be close to the true/acceptable value, Random and systematic errors reduce accuracy.
precision
a quality denoting the closeness of agreement between measured values obtained by repeated measurements. Reducing the effect of random errors improves precision. A systematic error does not affect precision, as it is the same error each time
Random error versus systematic error
random errors: error in a measurement due to small uncontrollable effects, We can’t correct random errors, but we can reduce their effect by making more measurements and calculating the mean.
systematic error: Methods or equipment may introduce systematic errors, producing consistent errors in results
Repeatability versus reproducibility
Repeatability: A measurement is repeatable when repetition under the same conditions gives similar results.
Reproducibility: A measurement is reproducible when similar results are produced by different groups or different equipment or altered methods. Reproducibility makes an experiment more valid
validity
suitability of the method used to answer the question being asked, To ensure/improve validity, identify control variables and keep them constant to avoid affecting the dependent variables, have a control test, have closer intervals of dependant variables
How to tackle a six marker on a pag
how to reduce the percentage error in their
measurements
use (named) equipment with high(er) resolution / AW
use volumetric flask, instead of measuring cylinder / to
measure the water
use graduated pipette, instead of dropping pipette / to
measure the glucose solution
use one dilution instead of two
produce one 0.01 mol dm-3 solution for all the
populations instead of separate solutions
Why is standard deviation better than range for measuring dispersion of data?
It shows the range around the mean instead of total, so it is less affected by the anomaly
how to increase confidence in results
D increase number of plants in each group E facilitates identification of anomalies E increases accuracy of the mean E allows assessment of repeatability / precision D calculate mean E more representative of treatment D calculate range / standard deviation E add bars to graph E measures variability of results E standard deviation less affected by anomalous results D perform statistical test / (unpaired) Students t-test E assess significance of difference E because comparing 2 means