The document that's selected based on the information illustrated is The Rule and Grandeur of Moctezuma.
<h3>How to illustrate the information?</h3>
It should be noted that Montezuma was one of the last Aztec emperors and uder his rule, the Aztec empire were at their best conquering other tribes as well as expanding their territories.
During the reign, the Aztec Empire reached its greatest size and through warfare, Moctezuma was able to expand the territory as far as south of the Xoconosco in Chiapas and Isthmus of Tehuantepec. He also incorporated the people of Zapotec and Yopi into the empire. However, he allowed the Spanish to conquer them due to his religious superstition.
Hernán Cortés was one of the many Spanish explorers who would follow in Columbus's wake and he lived in the West Indies for over a decade before violating orders and invading what would become Mexico.
Furthermore, Moctezuma died in the evening hours in 1520, in his palace in the Aztec capital, while a prisoner of the Spanish conquistadors.
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Answer:
Give her the bag, whether she sees what you did or not its good to help a person in need.
Explanation:
Answer: See explanation
Explanation:
Marginal analysis are applied by the consumers when they make decisions and this simply means that when making a decision, they look at the marginal benefit and the marginal cost and then make a comparison.
In this scenario, rides will be allocated based on time costs that have been incurred as the individuals who have time and can wait longer or like a particular ride or those will wait till they have their preferred ride. On the other hand, the individuals who doesn't have much time will be willing to take another ride even if it's not what they really like.
This relates to demand and supply because increase in demand for a particular product will lead to lesser supply and will lead to few people getting what they want as there'll be scarcity or increase in the price for that product. In such cases, consumers may go to the substitute of that particular product.
(-3-3 root of 2, 0) (-3+ 3 root of 2,0)
