The assyrian divided the empire into about 70 smaller units of government called provinces. They assigned a governor to each province who reported directly to the Assyrian ruler. The goal of this technique was that the leader of the provinces ensured the laws would be obeyed and collected taxes, they governed their provinces by setting fights and also carried out kings orders
Answer:
Explanation:
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The definition of poverty is: the state of being extremely poor. The definition of dignity is: <span>the state or quality of being worthy of honor or respect. A lot of those in poverty do not have very much dignity because others look down on them for multiple reasons: Not having the same stuff they have (phone, clothes, food) and not having the same privileges as them such as being able to shower, being able to go to school and having a place to live. They often get looked down upon for these reasons and also because people think they are more "higher up" than poor people because they are more privileged and have more things.
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Answer:
The only artist I could find was M. B. Mayfield.
Explanation:
Here's some information about him:
<em>"Purser discovers the roadside artwork of </em><em>twenty-six-year-old African American primitive artist, M.B. Mayfield (1923-2005)</em><em>. It is here an amazing journey begins. Purser, whose father was a member of the Ku Klux Klan, </em><em>installs Mayfield as</em><em> </em><em>a janitor at the university with the sole purpose of teaching him </em>(Film Freeway)<em>.</em>"
This is the only artist I could find that work as a janitor in the Ole Miss. If this artists does not sound familiar, give me some more context so I can try to help some more. If it does, good :)).
Answer:
- Euler's Totient.
Explanation:
<u>'Euler's Totient'</u> theory demonstrates the number of relatively prime positive integers which are lesser than n. It is elucidated as the 'totality of numbers that are co-prime'. A co-prime number is described as the set of integers that do not possess any common factor other than 1. Such numbers only have 1 as their highest common factor and also characterized as 'relatively prime' numbers. Thus, Euler's Totient theory states the overall number of relatively prime positive numbers up to n.