Answer:0.636
Explanation:
Given
Urn A contains 2 W, 4 R
Urn B contains 8 W, 4 R
Urn C contains 1 W, 3 R
Probability of selecting 3 balls out of which 2 are white
P(J)=P(WWR)+P(WRW)+P(RWW)

Probability that the ball chosen from Urn A was white given that exactly 2 white balls were selected
i.e.


Answer:
Hitler.
Explanation:
I'm not kidding, that was guy.
Answer:
<u>Of the 19,696,371 California voters registered for the November 6, 2018, general election: 43.5% were Democrats. 24.0% were Republicans. 5.0% were affiliated with other political parties.</u>
Explanation:
<u>As of October 2020, California officially recognized six political parties: the American Independent, Democratic, Green, Libertarian, Peace and Freedom, and Republican parties.</u>Although there are dozens of political parties in the United States,<u> only certain parties qualify to have the names of their candidates for office printed on election ballots. In order to qualify for ballot placement, a party must meet certain requirements that vary from state to state.</u> For example, in some states, a party may have to file a petition in order to qualify for ballot placement. In other states, a party must organize around a candidate for a specific office; that candidate must, in turn, win a percentage of the vote in order for the party to be granted ballot status. In still other states, an aspiring political party must register a certain number of voters. In some states, a candidate may choose to have a label other than that of an officially recognized party appear alongside his or her name on the ballot. Such labels are called political party designations.<u> California does not allow candidates to use political party designations.</u>
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