Answer:
It's most likely oligarchic all the other ones are a smaller group or single person.
Explanation:
<h3><u>Number these events in the French and Indian war:</u></h3>
1] Prime Minister Pitt Sends British soldiers to North America
2] British capture Quebec
3] French defeated At Montreal
4] Treaty of Paris Signed
<h3><u>Explanation:</u></h3>
The event of Prime Minister Pitt sending British troops in great numbers to North America happened earliest in the series, around the year of late 1758 and early 1759. This leads into the event of the British capturing Quebec that occurred in the year of 1759.
This in turn, now leads to the events of the French being defeated in Montreal in the year of 1760. This all leads to the Treaty Of Paris being signed in the year 1763, was signed by the new King George III crowned after the fateful death of George II, of Great Britain with the representatives from United States of America on the day of September 3.
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The answer is B. Vertical :D
The One-Way ANOVA test represents the best choice if one wants to compare the average number of adjustments made by service representatives at five different locations within a region.
The null hypothesis, which claims that samples from populations with the same mean values are used to create all of the groups' samples, is tested by the ANOVA.
The population variance is estimated twice to accomplish this. Numerous assumptions underlie these estimations. An F-statistic is generated by the ANOVA and represents the proportion of variation within the samples to variance estimated among the means.
According to the central limit theorem, the variance of the group means should be less than the variance of the samples if the group means are taken from populations with similar mean values. A larger ratio suggests that samples were taken from populations with different mean values, which is implied by a higher ratio.
To learn more about the One-Way ANOVA test refer to:
brainly.com/question/23638404
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Yes, socialization is segregation based on informal norms.