define accuracy
how close the values are to the true value
define precision
measurements are close together in their value
define resolution
smallest non 0 value the device can read
(smallest detectable change)
define repeatable
an experiment that can be done again, the same way and get the same results
define reproducible
the experiment can be done by a diff person/diff method and get the same end results
what is a true value
the value obtained from an ideal experiment
define error
the difference between the measured value and the true value
define uncertainty
quantification of doubt about the measured results/instruments precision
how do you calculate the overall % uncertainty
(3)
1) uncertainty of measurements given either by the precision of the instrument OR half the range, whichever is larger
2) %U = (U / mean of result) x100
3) always add the uncertainties no matter the equation
(unless there is a power of the value, then; %U x power)
How do you plot uncertaintys of values on a graph
add an error bar (highest and lowest value recored)
how do you calc uncertainty from graphs
the difference between the line of best ft going through the mean values and most different gradient
(worst gradient is drawn from either the l_ine of best fit through the highest / lowest points of the error bars_)
what is it key to know about your results relative to the units given
results are always quoted to the lowest possible amount of sig.figs given by the value with the loses sig.figs. ,
What are random errors
what are systematic errors
where the same influence affects all readings of the measurements, each differing by the same amount
what are the usual precision of instruments
+- 0.1
+-0.3 (human reaction time to press button)
How do you reduce systematic errors
(2)
How do you reduce random errors
(5)
define reliable
constant value obtained each time with the measurement repeated
defne valid
the measurements taken are appropriate and required for the data
define linearity
this is a design feature of instruments