Probability immigrants Question

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In summary: Now you need to think about what you want to know. In this case, you want to know the probability of A, B and C. P(A) = P(A and B) / P(A) = 0.52 / 0.25 = 2/3P(A and B) = P(A and B and C) / P(A) = 0.25 / 0.52 = 1/3P(A and B and C) = P(A and B and C and D) / P(A) = 0.25 / 0.52 / 0.25 = 2/5So the probability of A, B and C is 2/
  • #1
geforce
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In 2007, 52% of all immigrants to Canada were females, 25% were under 18
years old, and 12% were females under 18 years old.

a. Find the probability that a randomly selected person who immigrated to Canada in
2007 was a female and over 18 years old.

b. Find the probability that a randomly selected person who immigrated to Canada in
2007 was either a female or under 18 years old.

c. Find the probability that a randomly selected person who immigrated to Canada in
2007 was a male and over 18 years old.

d. Are sex and age independent events? Why? (Need a statistical reasoning.)

e. Are sex and age disjoint events? Why? (Need a statistical reasoning.)

I just don't understand the nature of this question, if someone could explain It would be very helpful. So far, I think this is what the questions should look like.
A) 52 + 12 = 64% or (.52 x .12 ) x 100 = 6.24%
B) 52% were females, 25% were under 18 years old so, (.52 x .25) x 100 = 13%
C) 100 - 52 = 48 % was male and the over 18 years old is where i got confused because of the nature of the question.
E) Tryed, but didn't understand.
 
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anyone here?
 
  • #3
Hey geforce and welcome to the forums.

We can't actually just give you answers, but people here are more than willing to give you hints to help you get the answers, but you have to show any working and any ideas that you have about solving the problem. Also if you have tried things that don't work it would helpful to include these as well.

I'll start you off with a hint. Consider first translating your facts to mathematical statements: for example P(A and B) is the event that A and B both happen.

So for your question if A is the event of being female in Canada, B is the event that the person is female is under 25 and C is the event that the female is under 18, then you get statements about probability for A, B and C.

So to start you off: P(A) = 0.52 and P(A and B) = 0.25. You may want to define the events slightly differently if need be, but hopefully this should get you started.
 

Related to Probability immigrants Question

1. What is the definition of "Probability immigrants Question"?

Probability immigrants Question refers to the likelihood or chance that an immigrant will be successful in the country they are immigrating to. It takes into account factors such as their education, work experience, language skills, and the economic and social conditions of the country they are moving to.

2. How is probability of immigrant success calculated?

The calculation of probability of immigrant success is a complex process that involves analyzing various factors such as the immigrant's education, work experience, language skills, age, and the economic and social conditions of the country they are moving to. Statistical models and data analysis techniques are often used to determine the probability of success.

3. Why is probability of immigrant success important?

Understanding the probability of immigrant success is important for policymakers, government agencies, and researchers as it can help in making informed decisions regarding immigration policies, resource allocation, and support services for immigrants. It can also help immigrants in making informed decisions about their future plans and potential challenges they may face in a new country.

4. How does probability of immigrant success vary among different countries?

The probability of immigrant success can vary greatly among different countries. Factors such as the economic and social conditions of the country, immigration policies, and the level of support and integration programs available for immigrants can all impact the success rate of immigrants. Generally, countries with more favorable economic and social conditions and supportive immigration policies tend to have a higher probability of immigrant success.

5. Can probability of immigrant success be improved?

Yes, probability of immigrant success can be improved through various means such as providing access to education and language training programs, offering job placement and integration services, and creating a welcoming and inclusive society. It is also important for governments to have fair and inclusive immigration policies that support the integration and success of immigrants in their new country.

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