a. Show that b(x; n, 1 - p) = b(n - x; n, p).
b. Show that B(x; n, 1 – p) = 1 – B ( n – x – 1; n, p). [Hint: At most x S’s is equivalent to at least ( n – x) F’s.]
c. What do parts (a) and (b) imply about the necessity of including values of p greater than .5 in Appendix Table A.1?
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