"Totalitarian" is the one type of government among the choices given in the question that a state <span>or provincial governments would have the most sovereignty. The correct option among all the options that are given in the question is the fourth option or option "d". I hope the answer helps you.</span>
Answer:
B. We all seem to be in basic agreement, so there's no sense in continuing our discussion of this issue."
Explanation:
In a group think, there are some portion of the group members who decided not to challenge the view or principles that held by the group for the sake of not disturbing the harmony in the group.
The statement above is most likely made in order to shut down any chance for members who have opposing views to speak up their opinion so they decided to disregard it rather than acknowledging the difference
Answer: seeing multiple analogues highlights the underlying structure of the story.
Explanation:
A multiple analogy refers to the structured comparison whereby different sources are being likened to a target.
For presentation of multiple analogies, it should be noted that the prior presentation of two analogies always brings about better performance.
Lastly, seeing multiple analogues doesn't highlights the underlying structure of the story.
32 different combinations of three cars can the Carsons select if all the cars are to be different colors.
B. 32
<u>Explanation:</u>
As it is given there are four available colours of the car. That means we have 4 cars. 
. Now choose the first car. The no.of way of choosing the first car is equalled to 8 and imagine the first car Colour is black. Now we have a black car so we have to choose from 6 options apart from black.
Now no.of way of choosing the 2 car = 6 and imagine it is blue. Now we have to choose two colour car, so now we have 4 options to choose from. The no.of choosing the car = 4. Now let's calculate the total arrangement - 
. It is the total calculation for three cars.
But we have to know the selection so three cars can also be arranged in 6 ways. So the number of different combinations of three cars can be calculated as 192÷6= 32. This is how the selection is being done.
