Answer: An empirical generalization
Explanation:
An empirical generalization in research, is an inference made after observing the relationship between two or more variables under different conditions.
In a research, this is the step after hypothesis and observation. The first step here is a question about correlation of fear of crime and police presence in a community. By proving that there is no relationship between these two variables, the researcher can move on to theory building where he/she reconciles their discoveries and knowledge of related fields.
A census<span> is the procedure of systematically acquiring and recording </span>information<span> about the members of a given </span>population. It is a regularly occurring and official count of a particular population.[1]<span> The term is used mostly in connection with </span>national population and housing censuses<span>; other common censuses include agriculture, business, and traffic censuses. The </span>United Nations<span> defines the essential features of population and housing censuses as "individual enumeration, universality within a defined territory, simultaneity and defined periodicity", and recommends that population censuses be taken at least every 10 years. United Nations recommendations also cover census topics to be collected, official definitions, classifications and other useful information to co-ordinate international practice.</span>[2]<span>[3]</span>
This is an example of <span>the system of checks and balances.
The system of checks and balances was created to limit government's power so it wouldn't transform into a tyranny.
the system divided the government into a Legislative branch which had the duty to create the low, Executive branch which had the duty to carried out the law, and the judicial branch which had the duty to handle every violation and disputes regarding the law.</span>
The answer is going to be true
Answer:
Hey guys there is a girl named vanilla wave .. she is a player and not a good person watch out! plz copy and paste :)
Explanation:
