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When a number of middle range theories are used to investigate the same or similar concepts over a period of time, what happens?

1) They provide a comprehensive understanding of the concepts
2) They contradict each other
3) They become irrelevant
4) They are combined to form a new theory

User Madx
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Final answer:

Middle range theories, when used to investigate similar concepts, can provide a comprehensive understanding and contribute to the evolution of sociological theories. The validity of theories is determined by their consistency with observed data and other current theories. Over time, theories are refined or replaced, contributing to the development of new theories.

Step-by-step explanation:

When a number of middle range theories are used to investigate the same or similar concepts over a period of time, they typically provide a more comprehensive understanding of the concepts. This integration can lead to the enhancement of the individual theories, making them more robust. As long as these theories are consistent with most or all available data and with other current theories, they contribute positively to the academic field.

Theories are generally assessed based on how well they describe experimental observations and adhere to accepted rules of logic. Therefore, if two different theories describe experimental observations equally well, neither can be said to be more valid than the other assuming they both use accepted logic. The validity of a theory is determined by its consistency with observations and its ability to predict outcomes accurately.

Within sociology, theoretical frameworks, such as structural functionalism, conflict theory, and symbolic interactionism, provide broad perspectives that aid in explaining various social phenomena. Theories are refined or replaced over time as part of the evolutionary nature of scientific inquiry. Classic sociological theories remain relevant as new sociological theories are built upon the foundations they provide and continue to add new insights into social dynamics.

User Child
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