Mesopotamian Mathematics
The purpose of this page is to provide a source of information on all aspects of Mesopotamian mathematics. We explain the origins of mathematics in Mesopotamia from the earliest tokens, through the development of Sumerian mathematics to the grand flowering in the Old Babylonian period, and on into the later periods of Mesopotamian history. We include some general surveys to get you oriented in each period, and some more detailed resources for those interested in specific aspects of this fascinating episode in history. Like most other Web pages it is under slow construction as time permits. Some of these resources are of general interest, others are intended mainly for use by students in my History of Mathematics class.
Answer:
Alfred Thayer Mahan was an American naval officer who is known for his influence on sea power during 19 and early 20 centuries.
According to Mahan, sea power is highly influenced by the distribution of the populations, and their characteristics that maintain stable and efficient working ability. so, such efficiency and stability come from racial traits and native American citizens are good at it.
This thought of Mahan invokes racial differences to support his arguments.
Answer:
1.
warlord:
d.a family member who is no longer living
e.a group of non-elected government officials
Explanation:
Answer:
The elastic clause allows the Congress to create the hierarchical structure to enact the other 17 clauses: to build a lower court (Clause 9), to set up an organized militia (Clause 15), and to organize a post office distribution method (Clause 7). The Powers of Congress PLEASE DONT COPY EXACTLY REFRASE WORDS
Explanation:
I can only answer the first one, so
D) all of the above
