Instructions/Requirements: Locate the results of a recent survey that shows at least two variables in a newspaper, magazine, or internet article. Outline the survey data so that your peers can...

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Instructions/Requirements:


Locate the results of a recent survey that shows at least two variables in a newspaper, magazine, or internet article. Outline the survey data so that your peers can understand the variables and results, and then identify at least one key formula from this module that you could use to evaluate the data. Provide a brief explanation of why you selected the formula you did and why it matters. Use the Null Hypothesis and Alternative Hypothesis equations.



The survey I found is noted below:


More than two-thirds of United States' police officers think marijuana should be legal for either personal or medical use, a new survey finds. Pew Research Center surveyed nearly 8,000 officers nationwide, finding that 32 percent think marijuana should be legal for medical and recreational use, 37 percent believe the substance should be legal for medical use only, while 30 percent think it should not be legal at all."Pew also found a generational divide among cops on the marijuana issue," the Washington Post notes. Officers under the age of 35 were more likely to support the legalization recreational marijuana (37 percent) than those between the ages of 50 and 60 (27 percent).Traditionally law enforcement organizations have been considered among the biggest opponents to legalizing marijuana, according to The Post.



Answered Same DayDec 25, 2021

Answer To: Instructions/Requirements: Locate the results of a recent survey that shows at least two variables...

David answered on Dec 25 2021
130 Votes
The given survey tends to summarise the opinion of police officers with regards to
legalization of
marijuana. In this regards, the key issue is to find out whether this opinion
tends to be associated with the age group of the police officers or there is no difference of
opinion amongst police officers with age.
1. Let assumed that the 50% of the total number of officers (8000) are...
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