With a perfectly balanced roulette wheel, in the long run, red numbers should
turn up 18 times in $38 .$ To test its wheel, one casino records the results of $3,800$
plays, finding $1,890$ red numbers. Is that too many reds? Or chance variation?
(a) Formulate the null and alternative hypotheses as statements about a box
model.
(b) The null says that the percentage of reds in the box is
alternative says that the percentage of reds in the box is
the blanks.
(c) Compute $z$ and $P$ .
(d) Were there too many reds?