University of Tennessee at Martin
The University of Tennessee at Martin, located in Martin, Tennessee, in the United States, is one of the five campuses of the University of Tennessee system. Prior to the acquisition of Lambuth University in Jackson by University of Memphis in 2011, UTM operates a large experimental farm and several satellite centers in West Tennessee. Although UT Martin dates from 1927, it is not the first educational institution to use the current site, in 1900, Ada Gardner Brooks donated a site on what was then the outskirts of Martin to the Tennessee Baptist Convention for the purposes of opening a school. The school opened as the Hall-Moody Institute, named for two locally prominent Baptist ministers and it originally offered 13 years of study, from elementary grades to the equivalent of the first years of collegiate work. The institute changed its name to Hall-Moody Normal School in 1917, five years later, Hall-Moody changed its name again to Hall-Moody Junior College. Due to declining enrollment and financial difficulties in the mid-1920s, Hall-Moody Junior College was in danger of closing, in 1927, the Tennessee Baptist Convention made the decision to consolidate Hall-Moody with a similar institution, Union University, in nearby Jackson. University of Tennessee president Harcourt Morgan agreed to accept the proposition on the condition that the Martin community would acquire the property as well as space for expansion, the City of Martin and Weakley County sold bonds to purchase the campus and some surrounding land. On February 10,1927, Senate Bill Number 301 established the University of Tennessee Junior College in Martin, on March 29, it was officially approved by Governor Austin Peay. However, an influx of returning servicemen ushered in rapid growth both in enrollment and educational offerings, in 1951, with the addition of four-year fields of study leading to a bachelors degree, it was redesignated the University of Tennessee Martin Branch. In 1961, it was the first campus in the University of Tennessee system to begin racial desegregation of undergraduates, until 1967, it was treated as an off-site department of the main campus in Knoxville. As such, its presiding officer was known first as an executive officer, in 1967, it was granted equal status with the main campus in Knoxville under its current name, and its presiding officer was granted the title of chancellor. The school grew greatly from the post-World War II era, largely under the influence of the G. I, Bill of Rights, through the 1960s under the leadership of Paul Meek, who led the school from 1934 to 1967. It was noted that the school had almost as many entering freshmen in 1969 as it had students in 1961. C. Porter Claxton Paul Meek Archie R. Dykes Larry T. McGehee Charles E. Smith Margaret N. Perry Philip W. Conn Nick Dunagan Thomas A. Rakes Robert M. Smith Keith S. Carver, Jr. There is an active ROTC program and a school of nursing, the school is among the top providers of candidates to the University of Tennessee Health Science Center in Memphis. There is a graduate school, with most graduate degrees being conferred in education. The university is accredited by the Southern Association of Colleges. During the tenure of Dr. Robert Smith, UT Martin successfuly met the challenge and was removed from probation and he was also granted the honorary title chancellor emeritus
In algebra, a cubic function is a function of the form f = a x 3 + b x 2 + c x + d, where a is nonzero. Setting f =0 produces an equation of the form. The solutions of this equation are called roots of the polynomial f, If all of the coefficients a, b, c, and d of the cubic equation are real numbers then there will be at least one real root. All of the roots of the equation can be found algebraically. The roots can also be found trigonometrically, alternatively, numerical approximations of the roots can be found using root-finding algorithms like Newtons method. The coefficients do not need to be complex numbers, much of what is covered below is valid for coefficients of any field with characteristic 0 or greater than 3. The solutions of the cubic equation do not necessarily belong to the field as the coefficients. For example, some cubic equations with rational coefficients have roots that are complex numbers. Cubic equations were known to the ancient Babylonians, Greeks, Chinese, Indians, Babylonian cuneiform tablets have been found with tables for calculating cubes and cube roots. The Babylonians could have used the tables to solve cubic equations, the problem of doubling the cube involves the simplest and oldest studied cubic equation, and one for which the ancient Egyptians did not believe a solution existed. Methods for solving cubic equations appear in The Nine Chapters on the Mathematical Art, in the 3rd century, the Greek mathematician Diophantus found integer or rational solutions for some bivariate cubic equations. In the 11th century, the Persian poet-mathematician, Omar Khayyám, in an early paper, he discovered that a cubic equation can have more than one solution and stated that it cannot be solved using compass and straightedge constructions. He also found a geometric solution, in the 12th century, the Indian mathematician Bhaskara II attempted the solution of cubic equations without general success. However, he gave one example of an equation, x3 + 12x = 6x2 +35. He used what would later be known as the Ruffini-Horner method to approximate the root of a cubic equation. He also developed the concepts of a function and the maxima and minima of curves in order to solve cubic equations which may not have positive solutions. He understood the importance of the discriminant of the equation to find algebraic solutions to certain types of cubic equations. Leonardo de Pisa, also known as Fibonacci, was able to approximate the positive solution to the cubic equation x3 + 2x2 + 10x =20
19 is the natural number following 18 and preceding 20. In a 24-hour clock, the hour is in conventional language called seven or seven oclock. 19 is the 8th prime number, the sequence continues 23,29,31,37. 19 is the seventh Mersenne prime exponent,19 is the fifth happy number and the third happy prime. 19 is the sum of two odd discrete semiprimes,65 and 77 and is the base of the 19-aliquot tree. 19 is the number of fourth powers needed to sum up to any natural number. It is the value of g.19 is the lowest prime centered triangular number, a centered hexagonal number. The only non-trivial normal magic hexagon contains 19 hexagons,19 is the first number with more than one digit that can be written from base 2 to base 19 using only the digits 0 to 9, the other number is 20. 19 is The TCP/IP port used for chargen, astronomy, Every 19 years, the solar year and the lunar year align in whats known as the metonic cycle. Quran code, There have been claims that patterns of the number 19 are present a number of times in the Quran. The Number of Verse and Sura together in the Quran which announces Jesus son of Maryams birth, in the Bábí and Baháí faiths, a group of 19 is called a Váhid, a Unity. The numerical value of this word in the Abjad numeral system is 19, the Baháí calendar is structured such that a year contains 19 months of 19 days each, as well as a 19-year cycle and a 361-year supercycle. The Báb and his disciples formed a group of 19, There were 19 Apostles of Baháulláh. With a similar name and anti-Vietnam War theme, I Was Only Nineteen by the Australian group Redgum reached number one on the Australian charts in 1983, in 2005 a hip hop version of the song was produced by The Herd. 19 is the name of Adeles 2008 debut album, so named since she was 19 years old at the time, hey Nineteen is a song by American jazz rock band Steely Dan, written by members Walter Becker and Donald Fagen, and released on their 1980 album Gaucho. Nineteen has been used as an alternative to twelve for a division of the octave into equal parts and this idea goes back to Salinas in the sixteenth century, and is interesting in part because it gives a system of meantone tuning, being close to 1/3 comma meantone. Some organs use the 19th harmonic to approximate a minor third and they refer to the ka-tet of 19, Directive Nineteen, many names add up to 19,19 seems to permeate every aspect of Roland and his travelers lives. In addition, the ends up being a powerful key
37 is the natural number following 36 and preceding 38. Thirty-seven is the 12th prime number, a prime with 73. It is a hexagonal number and a star number. Every positive integer is the sum of at most 37 fifth powers,37 appears in the Padovan sequence, preceded by the terms 16,21, and 28. Since the greatest prime factor of 372 +1 =1370 is 137, the atomic number of rubidium The normal human body temperature in degrees Celsius Messier object M37, a magnitude 6. The duration of Saros series 37 was 1298.1 years, the Saros number of the lunar eclipse series which began on -1492 April 3 and ended on -194 May 22. The duration of Saros series 37 was 1298.1 years, kepler-37b is the smallest known planet. The New York Yankees, also for Stengel and this honor made him the first manager to have had his number retired by two different teams. In the NFL, The Detroit Lions, for Doak Walker, the San Francisco 49ers, for Jimmy Johnson. Thirty-seven is, The number of plays William Shakespeare is thought to have written, today the +37 prefix is shared by Lithuania, Latvia, Estonia, Moldova, Armenia, Belarus, Andorra, Monaco, San Marino and Vatican City. A television channel reserved for radio astronomy in the United States The number people are most likely to state when asked to give a number between 0 and 100. The inspiration for the album 37 Everywhere by Punchline List of highways numbered 37 Number Thirty-Seven, Pennsylvania, unincorporated community in Cambria County, Pennsylvania I37
Ed Pegg Jr.
Ed Pegg Jr. is an expert on mathematical puzzles and is a self-described recreational mathematician. He wrote an online column called Ed Pegg Jr. s Math Games for the Mathematical Association of America during the years 2003–2007. His puzzles have also used by Will Shortz on the puzzle segment of NPRs Weekend Edition Sunday. In 2000, he left NORAD to join Wolfram Research, where he collaborated on A New Kind of Science, in 2004 he started assisting Eric W. Weisstein at Wolfram MathWorld. He has made contributions to several hundred MathWorld articles and he was one of the chief consultants for Numb3rs. MathPuzzle Ed Pegg Jr. s Math Games Demonstrations by Ed Pegg Jr, the Math Behind Numb3rs CBS puzzle Ed Pegg Jr. s entry in the Numericana Hall of Fame