Statements: B < I ≥ E > K; Z ≤ N = K
Conclusions:
I. Z < E
II. N ≤ I
III. B > N
Z ≤ N = K < E                      E > Z. Hence conclusion I is true. I ≥ E > K = N                       I > N. Hence conclusion II is not true. B < I ≥ E > K = N                No relationship can be established between B and N.  Hence conclusion III is not true.
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State true/false
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The normal distribution is also known as the:
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