<span>When it comes to what happened to the people's culture with migration patters, the answer is that as the people migrated the spread culture through diffusion. This means that their cultures mixed and new cultures were made by having cultures diffuse and mix and adopt elements of other cultures, but they would also lose some parts of their own that would get lost in time. </span>
President Roosevelt aims to instill hope and inspire citizens to help in the efforts of war.
<u>Explanation:
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Americans honor Franklin D Roosevelt as the leader who guided them out of the 1930's Great recession and through history's biggest global war. As an author of drastic change in his culture, he ranks among Jefferson, Lincoln, and Wilson.
The words of his inaugural speech on 4 March 1933 are once again echoing throughout the world: ' We must just fear ourselves, the nameless unreasonable, unreasonable terror that paralyzes required efforts to translate retreat forward. '
The American people voted Roosevelt President by a broad margin in 1932, at their pinnacle with the Great recession and the opposition candidate, Herbert Hoover, unable of effecting any change or inspiring hope.
While the recession was less than over, the very first term reforms in banking, healthcare, unemployment, job relief, and retirement FDR offered a sense of security and hope for millions they had never before known.
Thus the Industrial Revolution stirred ambitions in many European countries and renewed their confidence to embark on a path of aggressive expansion overseas. From the late 1800s through the early 1900s, Western Europe pursued a policy of imperialism that became known as New Imperialism.
Find the median of the following data:<br>
10,16, 15, 14, 8, 21, 10, 5, 19, 18,4,5, 16, 12, 10,9
Anarel [89]
Answer:
11
Explanation:
First step: Order from least to greatest.
4,5,5,8,9,10,10,10,12,14,15,16,16,18,19,21
Second: If the we had an odd amount of data, the median would just be the middle number. Since we have even amount of data, the median will be average of the 2 middles.
You have 16 data members here. The middle is going to be at the 16/2 th term and the [(16/2)+1 th] term. So in other words we need to average the 8th and 9th term here to find the median. So let's count to the 8th and then then the 9th to figure out what numbers these actually are.
8th term=10 and 9th term= 12 so the average of these are (10+12)/2=22/2=11.
The median is 11.
