A number q is called a mode of a continuous distribution with a density f (x) if
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A number q is called a mode of a continuous distribution with a density f (x) if f (x) attains its maximum at q. (So, q may be called the most probable value.)
(a) Does a mode have to be unique? If not, give an example.
(b) Find a mode for the normal, exponential, and Γ-distribution.
(c) Find a mode for the uniform distribution.
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a A density may attain its maximum at several points For example let fx x for1x1 and ...View the full answer
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