These
two terms, reliability and validity, are often used
interchangeably when they are not related to statistics. When critical readers
of statistics use these terms, however, they refer to different properties of
the statistical or experimental method.
Reliability
is another term for consistency. If
one person takes the same personality test several times and always receives
the same results, the test is reliable.
A
test is valid if it measures what it
is supposed to measure. If the results of the personality test claimed that a
very shy person was in fact outgoing, the test would be invalid.
Reliability
and validity are independent of each other. A measurement maybe valid but not reliable, or reliable but not valid.
Analogy
Suppose your bathroom scale was reset to read
10 pound lighter. The weight it reads will be reliable (the same every time you
step on it) but will not be valid, since it is not reading your actual weight.
Reliability
is necessary, but not sufficient for validity.
A
test can be reliable without being valid. As example, a test is reliable to be
used in testing, but it is not valid because it can only be used to a certain
group of students (test about Malaysia’s history is not valid to foreign students).
In this case, the test is reliable to evaluate students understanding about the
topic. However, it is not valid to foreign students as the items are not
generalized to them. This is what it means as a test can be reliable without
being valid.
In
the other hand, a test cannot be valid without being reliable. An unreliable
test cannot be considered valid, because a valid test must be able evaluate
what it intended to test. In order to do that, the test must be reliable in the
first place. Thus, a valid test must be reliable, but a reliable test does not
necessarily a valid test.
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