For ratio data, the measure(s) of central tendency and dispersion that can be computed is(are)
A) mode, median, mean, standard deviation
B) mode, median
C) mode, median, mean, standard deviation, geometric and harmonic mean
D) mode
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Q72: In terms of frequency distributions and percentages,
Q73: In terms of frequency distributions and percentages,
A)
Q74: For nominal data, the measure(s) of central
Q75: For ordinal data, the measure(s) of central
Q76: For interval data, the measure(s) of central
Q78: The _ is the most frequently occurring
Q79: The _ is the response that separates
Q80: The _ is the average of the
Q81: The _ is the degree of spread
Q82: The standard deviation tells us the range
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