Introduction
Methods of determination
Classification of errors
a. Determinate Errors
b. Indeterminate Errors
Minimizing Systematic Errors
Erroristhedifferencebetweenthetrue(standard/reference)
valueandthemeasured(observed)value.
Error = Measured value-True value
Absolute Method
Comparative Method
Absolute method
Sample is synthesized using known quantities of constituent so true value for
amount of different constituents are known.
Sample is analyzed by some method and observed values for
quantities of constituents are noted
Difference in observed value and true value will give error.
Comparative method (when sample cant be synthesized)
Data given in reference books, formularies etc. can be taken as
standard value.
Sample is analyzed by some method and observed values for
quantities of constituents are noted
Difference in observed value and standard value will give error.
Inderteminateerror
Indeterminateerrorscannotbepin-pointedtoanyspecificwelldefined
reasons.
Theyarerandominnature&takeplaceinseveralsuccessive
measurementsperformedbythesameanalystunderthesameconditions
andidenticalexperimentalparameters.
Theseerrorsareaccidentalandanalysthasnocontroloverthem.
e.g.
Vibration in balance while handling it.
Accidental loss of material during analysis.
Variation in temperature.
Variation in weighing due to air pressure
Other examples are the limitations of reading balances, vibrations
caused to the building by heavy vehicular-trafficking , which are
beyond anyone's control.
For e.g. A balance that is capable of measuring only to 0.001 g can not
distinguish between two samples with masses of 1.0151 & 1.0149
g.