Answer:
The research method that would be able to answer the research question of Irving woould be
a Correlational Research.
Explanation:
The reason behind this is the objective of each research method. In the first place, naturalistic observation would require him to observe every study participant while he is under the influence of alcohol. In the second place, the case study would require him also to follow the events of every participant or to retrieve cases associated with it. But that would be a biased study because we wouldn't be able to measure the variables quantitatively. Archival research would be good, but he would depend on previous results that might be too old to be considered good, and they might not measure the two variables. However, if we develop correlational research we would be able to measure the two variables in real-time.
Answer:
Explanation:The pace of development is not equal everywhere because capital investment is not equal everywhere. Without capital investment there can be no development.
Answer:
They could not pay back loans, forcing the bank to foreclose on their properties.
Explanation:
Answer:
beacuse most of the people use panche baja on barta bandha marige and dewali etc so that it is popular on urban areas
Explanation:
hope it helps u
<u>A Latin square </u>is a technique to control for order effects without having all possible orders.
The arranging of v Latin letters into a vv array creates a block shape known as a Latin square (a table with v rows and v columns). Latin square designs are frequently employed in studies where individuals are assigned to treatments over a specified time period and time is believed to have a significant impact on the experimental outcome.
Through the use of an equal number of blocks and treatments, an additional element may be separated using this form of design. Latin square patterns can be used when there are more than three blocks and treatments. It should be noted that Latin square designs correspond to particular fractional factorial designs (for instance, the 44 Latin square design corresponds to a 431 fractional factorial design).
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