Spherical trigonometry Spherical trigonometry is that branch of spherical geometry which deals with the relationships between trigonometric functions of the sides and angles of the spherical polygons (especially spherical triangles) defined by a number of intersecting great circles on the sphere. Spherical trigonometry is of great importance for calculations in astronomy‚ geodesy and navigation. The origins of spherical trigonometry in Greek mathematics and the major developments in Islamic mathematics
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becoming the technology center for Southeast Asia‚ sending labor-intensive operations to low-cost neighboring countries like Malaysia and Indonesia in special mutual cooperative trade and development arrangements known as growth triangles or growth polygons. The Southern Growth Triangle‚ also known as SIJORI (Singapore‚ the Johore state of Malaysia‚ and Riau Province of Indonesia)‚ was formed in 1989 and covers a population of about 6 million people. It attracted $10 billion in private sector investments
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Magenta Psychological Statistics Abstract This paper will review different styles of research design along with how different variables within research can be measured. Statistics Research Question: Within the realms of a psychological statistics class‚ does blended course-delivery format result in students attaining a higher grade point average when compared to face-to-face and online delivery formats? Null Hypothesis: Within the realms of a psychological statistics class‚ blended
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percent off from pi. The Greeks reinvented the way in looking at pi‚ by ironically finding the exact number. They eventually did determine pi‚ but being infinite‚ they had to bear through the “tedium of working with polygons of large numbers of sides.” This meant that they created so many polygons with in each other‚ trying to form a circle out of them‚ however as we know today‚ that would be an asymptote‚ for they might come infinitesimally close‚ and never reach the real value. In the sixteenth century
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Computer Applications Class X (Time: Two Hours) SECTION A (40 Marks) Answer all questions from this Section Question 1. (a)Give one example of a primitive data type and composite data type. [2] Ans. Primitive type: byte/short/int/long/float/double/char/boolean Composite type: classes/interface/arrays (b) Give one point of difference between unary and binary operators. [2] Ans. Unary operators work on a single operand eg. ++a while binary operators work on two operands eg.
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Abstract The experiment was about the resolution of vector quantities using different methods or techniques. Among those are the Parallelogram‚ Polygon‚ and the Analytical or Component methods. Using each method‚ it was found out that Component method is the most accurate as its approach is purely theoretical‚ that is‚ all other physical factors are neglected leaving only the appropriate ones to be calculated. In addition‚ properties of these quantities such as associativity and commutativity
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History of Computer Games John E. Laird EECS Department Updated 9/7/05 Derived from The Ultimate Game Developer’s Sourcebook The First Quarter: A 25 year history of video games‚ S.Kent and sources on the WWW First “games” • 1952 – TicTacToe: – A.S.Douglas on a EDSAC vacuum-tube computer [OXO] T56K [M3] PFGKIFAFRDLFUFOFE@A6FG@E8FEZPF @	!8!7!!!!!!!*NOUGHTS!AND!CROSSES @!5!4!!!!!!!*!!!!!!!!BY @!2!1!!!!!!!*A!S!DOUGLAS#N!*C#M1952 @&@&*LOADING!PLEASE!WAIT#MMM ..PK T45KP192F [H-parm] T50KP512F
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;- "All men by nature‚ desire to know."l tllroughtout history the need to know has been a prime source of I governing mens actions. This need has founded civilizations‚ it has started wars‚ and it has led man to his ultimate control of his environment 1 I shall examine the causes and developments of mathematics. Starting with early Egypt and Babylon‚ then on to classical Greece‚ and finally the 17th century through modern times; I will trace the need and development of mathematics. "Priority
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Midterm Exam Essays Raymond Lamboy Kaplan University Crime Mapping Course Number CJ 425-01 Professor Michael Krupnik December 14‚ 2009 Burglary To Motor Vehicles The United States have experienced waves of crime which have come and gone. Most well known‚ the crime epidemic between 1850-1880 which appeared associated with social cataclysm induced by outsized-scale immigration. So‚ how do we study these events to avoid history repeating itself (Schmalleger‚ 2007). Rachel Boba (2009)
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Called a monument to love‚ the Taj Mahal has also been called "India’s most famous and finest example of architecture. We could call it a monument to symmetry. From the formal gardens divided into four sections‚ to the tomb 900 feet from the entrance‚ the four minarets continue this symmetrical theme. The minarets next to the Taj Mahal are 41.1 meters or 137 feet high and are cylindrical columns with beveled angles. Located at each of the corners of the raised marble plinth the minarets repeat the right
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