The Spokesman-Review wants to know the public opinion on the construction of a new library downtown. It is decided that 48 people will be surveyed using a simple random sample. Which of the following will produce a simple random sample?
Number the residents using the latest census data, then use a random number generator to pick 48 people. Record the opinion of the first 48 people who visit the newspaper's website. Survey every fourth person who enters the current library until 48 have responded. Randomly select 48 people from the phone book. Randomly select 12 people each from the downtown, south hill, northwest, and hillyard parts of the city.
I believe it is the third one.
or the fourth
what if some people don't have a phone? then that wouldn't be fair
Okay, I guess that makes more since than the one I thought about originally. Thank you. can you help me with one more?
ok sure
The Morning News radio station is interested in predicting the proportion of registered voters who support an increase in the state sales tax. Listeners were asked to go to the station's website and indicate whether they favored an increase in the tax in order to support the State Park system. 1744 listeners logged on and 922 were against the increase. The population of interest is: All people who listen to the station The 1744 listeners who logged in and indicated their preference The 922 listeners who were against the issue All registered voters Only the portion of the 1744 listeners who voted that are actually registered to vote
I thought of the second one.
i guess so but I'm not really sure
Have any ideas @texaschic101
I do not think it is the 2nd one....because they are looking for those that support the increase, not the ones that do not support it
but then again, if you know who is against it, then you can figure out who is for it
So, the third makes sense to use?
I am sorry but I am not sure
Okay, I will go with the best one I think will work.
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