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Original Question
In a class of 50 students, 31 are Democrats, 13 are business majors, and 3 of the business majors are Democrats. If one student...Asked by Dana
In a class of 50 students, 29 are Democrats, 11 are business majors, and 5 of the business majors are Democrats. If one student is randomly selected from the class, find the probability of choosing: (a) Democrat who is not a business major. (b) A student who is neither a Democrat nor a business major.
a. 11/25 b. 4/10
a. 12/25 b. 3/10
a. 9/25 b. 6/10
a. 7/25 b. 5/10
a. 11/25 b. 4/10
a. 12/25 b. 3/10
a. 9/25 b. 6/10
a. 7/25 b. 5/10
Answers
Answered by
Reiny
best done with a Venn diagram.
Two intersecting circles, one for Democrat, the other for Business major
enter 5 in the intersection of the two circles
enter 29-5 or 24 in the "Democrat only" part of the Venn
enter 11-5 or 6 in the business only part
in the circles you now have 24 + 5 + 6 or 35 entered.
Where do the remainders of the total of 50 go ??
You now know where everybody fits in, and should be able
to answer your question
Two intersecting circles, one for Democrat, the other for Business major
enter 5 in the intersection of the two circles
enter 29-5 or 24 in the "Democrat only" part of the Venn
enter 11-5 or 6 in the business only part
in the circles you now have 24 + 5 + 6 or 35 entered.
Where do the remainders of the total of 50 go ??
You now know where everybody fits in, and should be able
to answer your question
Answered by
a dog
too this user
if you ever search this and find this message
do you play roblox or minecraft
if you ever search this and find this message
do you play roblox or minecraft
Answered by
Anonymous
Solve the following equation. Determine whether the equation is an identity, conditional equation, or an inconsistent equation: 3 - 5(2x + 1) - 2(x - 4) = 0
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