THE FUNCTIONS OF THE DEUTSCHE BUNDESBANK 1. The bank of issue Only the Bundesbank is entitled to issue banknotes denominated in Deutsche Mark (monopoly of the issue of banknotes). These banknotes are the only legal tender for any amount in Germany. Any person to whom money is owed must accept them in unlimited amounts in settlement of his claim. Coins‚ by contrast‚ are legal tender to only a limited extent. The banknotes issued by the Bundesbank therefore constitute the foundation of the
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What are the functions of Development Banks? Describe its Quantitative and Qualitative roles. Solution: Development Banks or Development Finance Institutions (DFI’s) as these are normally called in the financial world are a post World War II phenomenon. Their establishment in Africa‚ Asia and other developing countries in most cases coincided with the attainment of independence. Their mission being “to expedite the pace of development in accordance with the national priorities and aspirations
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C# String Functions 1. Concat - Concatenates two specified instances of String. 2. Contains - Returns a value indicating whether the specified String object occurs within this string. 3. EndsWith - Determines whether the end of this string instance matches the specified string. 4. Equals - Determines whether this instance and another specified String object have the same value. 5. Format - Replaces one or more format items in a specified string with the string representation of
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6/7/2012 Joseph Campbell has four functions that go along with myths‚ he explains the meaning and understanding of mythology and how they function with today’s society. According to http://drake.marin.k12.ca.us/staff/doherty/fourfunctionsmythology.html 1. “The Mystical/Metaphysical Prospect. This is the religious/spiritual function: a myth is meant to make people experience the powerful feeling of the divine in their lives. 2. The Cosmological Prospect. "The second function of a mythology‚" Campbell writes
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divided between two commodities X and Y‚ and suppose the unit price of Y is fixed at Re. 0.20. What will be his demand equation for X. If his utility function is U = log Qx + 2 log Qy. 2. A consumer has a monthly budget of Rs.4000. He spends all his income on two goods A & B. Price of A and B are Rs2 and Rs.4 respectively. His utility function is U = 3 log A+ 9log B. Find the optimum combination of A & B for the consumer. 3. Given: Monthly Budget = 1000‚ Px = Rs.10/Kg‚ Py = Rs
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that is responsible for the administration of legal proceedings with the judicial powers vested in them. The systems of court consist of independent judges where there are no external or political influence regarding its decisions. Judiciary will function through the administration and interpretation of laws for its cases with the doctrine of precendents where lower courts in the same hierarchy are bounded within the prescribed limits by prior decisions of superior courts if its cases are similar
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a greater or lesser degree‚ and arranged together in tissues. A tissue can be simple or complex depending upon whether it is composed of one or more than one type of cell. Tissues are further arranged or combined into organs that carry out life functions of the organism. Plant organs include the leaf‚ stem‚ root‚ and reproductive structures. The first three are sometimes called the vegetative organs and are the subject of exploration in this chapter. Reproductive organs will be covered in Chapter
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FUNCTIONS OF SPEECH COMMUNICATION Communication caters to ’change’. It is through the involvement with and the development of communication that‚ along the periods of ages‚ human beings evolved from the caves of the stone age to the present world of sophistication and glamour. The changes brought about by communication to the human society can be explained with reference to the functions of communication propounded by Seal MacBride. INFORMATION: The accessibility to the information brought about
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Sine‚ Cosine‚ and Tangent Functions Essential Questions: What is a function? How is the sine definition different from the sine function? Cosine? Tangent? From the graph of these functions‚ list some properties that describe them? Rebecca Adcock‚ a former student of EMAT 6690 at The University of Georgia‚ and I agree that the concept of the Sine‚ Cosine Functions will occur at lesson 6 of a beginning trigonometry unit. I praise her and her work because I want to use her thoughts on this particular
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7 Project ll One of the most common models of population growth is the exponential model. These models use functions of the torm p(t) : po€rt‚ wherep6 is the initial population and r > 0 is the rate constant. Because exponential models describe unbounded growth‚ they are unrealistic over long periods of time. Due to shortages of space and resources‚ all populations must eventually have decreasing grovtrth rates. Logistic growth models allow for exponential growth when the population is small
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