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Elements of a population are classified according to the presence or absence of each of 3 attributes A, B and C. What is the number of smallest ultima

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Elements of a population are classified according to the presence or absence of each of 3 attributes A, B and C. What is the number of smallest ultimate classes into which is population is divided?
A. 5
B. 6
C. 8
D. 9
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Elements of a population are classified according to the presence or absence of each of 3 attributes A, B and C. Then, the smallest number of smallest ultimate classes into which the population is divided, is `2^(3)=8`
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