The basic rationale of nonparametric statistics is that an overall ranking of samples
A) all drawn from the same population will produce sums of sample ranks that are equal
B) all drawn from the same population will produce sums of sample ranks that are unequal
C) all drawn from different populations will produce sums of sample ranks that are equal
D) all drawn from different populations will produce sums of sample ranks that are unequal and the differences can be determined mathematically.

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The Answer of The basic rationale of nonparametric statistics is that an overall ranking of samples
A) all drawn from the same population will produce sums of sample ranks that are equal
B) all drawn from the same population will produce sums of sample ranks that are unequal
C) all drawn from different populations will produce sums of sample ranks that are equal
D) all drawn from different populations will produce sums of sample ranks that are unequal and the differences can be determined mathematically.

The Basic Rationale of Nonparametric Statistics Is That an Overall