Hi!
It would be awesome if someone gave me guidance about the following problem:
Problem
A group of people are asked how to deal with energy shortage. Here are the results:
Suppose we select three people at random from this sample. Answer the following:
a) What is the probability that all three responded "develop wind and solar"?
b) What is the probability that none responded "equally important"?
c) What assumption did you make in computing these probabilities?
Correct answer
a) 0,205
b) 0,805
c) Responses are independent.
My question
a) The only solution that I can come up with is --> 581/949*580/948*579/947=0,229. This is answer is close but here I have added the row "both" and "more conservation", when my opinion is that row "both" at the most should only be added with one half, that is 45,5.
b) The only solution that I can come up with is --> 917/949*916/948*915/947=0,902
Please comment on a) and b) as well as the rules (if any) that are applied on this problem.
Thanks!
It would be awesome if someone gave me guidance about the following problem:
Problem
A group of people are asked how to deal with energy shortage. Here are the results:
| Response | Number |
| More production | 336 |
| More conservation | 490 |
| Both | 91 |
| No opinion | 32 |
| Total | 949 |
Suppose we select three people at random from this sample. Answer the following:
a) What is the probability that all three responded "develop wind and solar"?
b) What is the probability that none responded "equally important"?
c) What assumption did you make in computing these probabilities?
Correct answer
a) 0,205
b) 0,805
c) Responses are independent.
My question
a) The only solution that I can come up with is --> 581/949*580/948*579/947=0,229. This is answer is close but here I have added the row "both" and "more conservation", when my opinion is that row "both" at the most should only be added with one half, that is 45,5.
b) The only solution that I can come up with is --> 917/949*916/948*915/947=0,902
Please comment on a) and b) as well as the rules (if any) that are applied on this problem.
Thanks!
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