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CE Capital Manyakheta Languages Kannada Sanskrit Religion Hinduism Jainism Government Monarchy Maharaja • 735–756 Dantidurga • 973–982 Indra IV History • Earliest Rashtrakuta records 753 • Established 753 • Disestablished 982 R<span>ashtrakuta (IAST: rāṣṭrakūṭa) was a royal dynasty ruling large parts of the Indian Subcontinent between the sixth and 10th centuries. The earliest known Rashtrakuta inscription is a 7th-century copper plate grant detailing their rule from Manapura, a city in Central or West India. Other ruling Rashtrakuta clans from the same period mentioned in inscriptions were the kings of Achalapur (modern Elichpur in Maharashtra) and the rulers of Kannauj. Several controversies exist regarding the origin of these early Rashtrakutas, their native home and their language. The Elichpur clan was a feudatory of the Badami Chalukyas, and during the rule of Dantidurga, it overthrew Chalukya Kirtivarman II and went on to build an empire with the Gulbarga region

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Although a good’s own price is important in determining consumers’ willingness to purchase it, other variables also have influence on that decision, such as consumers’ incomes, their tastes and preferences, the prices of other goods that serve as substitutes or complements, and so on. Economists attempt to capture all of these influences in a relationship called the demand function .</spa

yers will choose to buy less of it, and as its price falls, they buy more. This is such a ubiquitous observation that it has come to be called the law of demand , although we shall see that it need not hold in all circumstances. <span>Although a good’s own price is important in determining consumers’ willingness to purchase it, other variables also have influence on that decision, such as consumers’ incomes, their tastes and preferences, the prices of other goods that serve as substitutes or complements, and so on. Economists attempt to capture all of these influences in a relationship called the demand function . (In general, a function is a relationship that assigns a unique value to a dependent variable for any given set of values of a group of independent variables.) We represent such a deman

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The three classes of goods—valuable, useful, and pleasurable—illustrate the same type of distinction that exists among the arts.

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forces of competition. In less competitive markets, large profits are possible even in the long run; in the short run, any outcome is possible. Therefore, understanding the forces behind the market structure will aid the financial analyst in <span>determining firms’ short- and long-term prospects. <span><body><html>

The purpose of this reading is to build an understanding of the importance of market structure. As different market structures result in different sets of choices facing a firm’s decision makers, an understanding of market structure is a powerful tool in analyzing issues such as a firm’s pricing of its products and, more broadly, its potential to increase profitability. In the long run, a firm’s profitability will be determined by the forces associated with the market structure within which it operates. In a highly competitive market, long-run profits will be driven down by the forces of competition. In less competitive markets, large profits are possible even in the long run; in the short run, any outcome is possible. Therefore, understanding the forces behind the market structure will aid the financial analyst in determining firms’ short- and long-term prospects. Section 2 introduces the analysis of market structures. The section addresses questions such as: What determines the degree of competition associated with each market struc

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As an aside, if the distance between M and x is defined instead as |x − M|, then the value that minimizes the expected distance is called the median of the distribution. An analogous statement applies to the modes of a distribution, with distance defined as ze

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As an aside, if the distance between M and x is defined instead as |x − M|, then the value that minimizes the expected distance is called the median of the distribution. An analogous statement applies to the modes of a distribution, with distance defined as zero for any exact match, and one for any mismatch</htm

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between M and x is defined instead as |x − M|, then the value that minimizes the expected distance is called the median of the distribution. An analogous statement applies to the modes of a distribution, with distance defined as zero for any <span>exact match, and one for any mismatch<span><body><html>

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is defined instead as |x − M|, then the value that minimizes the expected distance is called the median of the distribution. An analogous statement applies to the modes of a distribution, with distance defined as zero for any exact match, and <span>one for any mismatch<span><body><html>

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nstead as |x − M|, then the value that minimizes the expected distance is called the median of the distribution. An analogous statement applies to the modes of a distribution, with distance defined as zero for any exact match, and one for any <span>mismatch<span><body><html>

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