Problems 87 and 88 refer to the data in the following table, obtained from a random survey of 1 , 000 residents of a state. The participants were asked their political affiliations and their preferences in an upcoming election. (In the table, D = Democrat , R = Republican , and U = Unaffliliated . ) Politics. If a state resident is selected at random, what is the (empirical) probability that the resident is (A) Not affiliated with a political party or has no preference? What are the odds for this event? (B) Affiliated with a political party and prefers candidate A ? What are the odds against this event?
Problems 87 and 88 refer to the data in the following table, obtained from a random survey of 1 , 000 residents of a state. The participants were asked their political affiliations and their preferences in an upcoming election. (In the table, D = Democrat , R = Republican , and U = Unaffliliated . ) Politics. If a state resident is selected at random, what is the (empirical) probability that the resident is (A) Not affiliated with a political party or has no preference? What are the odds for this event? (B) Affiliated with a political party and prefers candidate A ? What are the odds against this event?
Problems
87
and
88
refer to the data in the following table, obtained from a random survey of
1
,
000
residents of a state. The participants were asked their political affiliations and their preferences in an upcoming election. (In the table,
D
=
Democrat
,
R
=
Republican
,
and
U
=
Unaffliliated
.
)
Politics. If a state resident is selected at random, what is the (empirical) probability that the resident is
(A) Not affiliated with a political party or has no preference? What are the odds for this event?
(B) Affiliated with a political party and prefers candidate
A
? What are the odds against this event?
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