Answer: A
Explanation:
In the electoral college, states have delegates that elect the president. The number of each state's delegate count is decided based off the number of members the state has in the U.S. Congress. California and Texas will have more delegates than Vermont and Wyoming, since they have more members in Congress.
Answer:
We
* are interdependent with the other drivers.
* perceive the other drivers as an interference.
* perceive that we and the other drivers have incompatible goals
Explanation:
Driving a car is the act of moving cars around most especially on the road. This is done in order to be able to reach our destination in earnest.
Driving a car could be challenging and frustrating sometimes despite the fact that it is advantageous.
This is because there are so many people that drive recklessly and dangerously, and who intentionally violate the traffic rules, and subsequently causing havoc to the other drivers on the road.
In this case, people become frustrated because they see or perceive the other drivers as an interference, and also perceive that they and the other drivers have incompatible goals.
Answer:
Generalizable
Explanation:
It is always not possible to select the entire population to conduct a study. So, a sample is chosen from the population which has the same differences of factors in equal proportions. Only then will the research be considered as valid for the whole population.
When the sample represents the population completely then the results of the study can be extended to the population. This is known as generalization.
Hence, the question is referring to generalizable.
Answer:
the third variable problem
Explanation:
Third variable: In psychological research, the term third variable is also referred to as the confounding variable and is defined as a factor except for the independent variable in research that may cause an effect to the result.
Third variable problem: The third variable i.e, the confounding variable is responsible for making a mistake in the causal relationship between the other two variables present in an experiment.
In the question above, the given statement combination of factors is known as the third variable problem.
