21. Théorème De Pythagore Selon Bhaskara Translate this page Théorème de Pythagore selon bhaskara variante. La preuve doit êtresimple, car selon bhaskara Regardez ! est le seul http://www.sciences-en-ligne.com/momo/chronomath/anx1/pytha_bhask.html

Pythagore selon Bhaskara variante Bhaskara Regardez ! = Indications = on a c = (a - b) x ab/2, soit c = a + b car depuis Al Khwarizmi , voire depuis Euclide , on sait que : (a - b) = a - 2ab + b Autres preuves :

22. Bhaskaracharya Bhaskaracharya II(11141185). Bhaskaracharya otherwise known as Bhaskarais probably the most well known mathematician of ancient Indian today. http://www.math.sfu.ca/histmath/India/12thCenturyAD/Bhaskara.html

Bhaskaracharya II(1114-1185) Bhaskaracharya otherwise known as Bhaskara is probably the most well known mathematician of ancient Indian today. Bhaskara was born in 1114 A.D. according to a statement he recorded in one of his own works. He was from Bijjada Bida near the Sahyadri mountains. Bijjada Bida is thought to be present day Bijapur in Mysore state. Bhaskara wrote his famous Siddhanta Siroman in the year 1150 A.D. It is divided into four parts; Lilavati (arithmetic), Bijaganita (algebra), Goladhyaya (celestial globe), and Grahaganita (mathematics of the planets). Much of Bhaskara's work in the Lilavati and Bijaganita was derived from earlier mathematicians; hence it is not surprising that Bhaskara is best in dealing with indeterminate analysis . In connection with the Pell equation, x^2=1+61y^2, nearly solved by Brahmagupta , Bhaskara gave a method ( Chakravala process ) for solving the equation. Picture of Goladhyaya. Bhaskara was somewhat of a poet as were many Indian mathematicians at this time. Here is couple of verse found in Lilavati that demonstrates his poetic inclination.

23. A Formula De Bhaskara Translate this page A Fórmula de bhaskara O hábito de dar nome de bhaskara para a fórmula de resoluçãoda equação de 2º grau se estabeleceu no Brasil por volta de 1960. http://sites.uol.com.br/sandroatini/bhaskara.htm

Alessandro Home Page A Fórmula de Bhaskara O hábito de dar nome de Bhaskara para a fórmula de resolução da equação de 2º grau se estabeleceu no Brasil por volta de 1960. Esse costume, aparentemente só brasileiro ( não se encontra o nome de Bhaskara para essa fórmula na literatura internacional), não é adquado pois : Problemas que recaem numa equação de 2º grau já apareciam, há quase 4.000 anos atrás, em textos escritos pelos babilônicos. Nestes textos o que se tinha era uma receita ( escrita em prosa, sem uso de símbolos) que ensinava como proceder para determinar as raízes em exemplos concretos com coeficiêntes numéricos Bhaskara que nasceu na Índia em 1.114 e viveu até cerca de 1.185 foi um dos mais importantes matemáticos do século 12. As duas coleções de seus trabalhos mais conhecidas são Lilavati ( "bela") e Vijaganita ("extração de raízes"), que tratam de aritmética e álgebra respectivamente, e contêm numerosos problemas sobre equações de lineares e quadráticas ( resolvidas também com receiras em prosa ) , prograssões aritméticas e geométricas, radicais, tríadas pitagóricas e outros. Até o fim do século 16 não se usava uma fórmula para obter as raízes de uma equação do 2º grau, simplesmente porque não se representavam por letras os coeficientes de uma equação. Isso só começou a ser feito a partir da François Viéte, matemático francês que viveu de 1540 a 1603

24. Bhaskara Em Detalhes Translate this page VOLTAR bhaskara em detalhes. Se existe uma fórmula matemática queninguém esquece(às vezes, alguns se confundem) é a famosa http://sites.uol.com.br/mscabral/mauro/curioso/bhaskara.htm

VOLTAR Bhaskara em detalhes ax + bx + c = x + 6x = 27, que podemos decompor em: x + 3x + 3x = 27 (I) x x e x x , e conforme (I), temos x Observe na figura em que formamos um quadrado de lado x + 3 Como o lado deste quadrado mede x + 3 podemos afirmar que: (x + 3) = 36, ou seja x+ 3 = 6 (II) Resolvendo (II) temos que x = 3 ax + bx + c = (III) "a" x ax /a + bx/a + c/a = ou seja x + b/a x + c/a = Temos que completar o quadrado com o duplo produto (os dois outros quadrados da figura), que podemos representar como: b/a x = 2x b/2a Como x b/2a x + 2x.b/2a + c/a = (b/2a) x + 2x.b/2a + (b/2a) + c/a = (b/2a) Explicitando melhor o quadrado construido, temos que: (x + b/2a) + c/a = (b/2a) ou ainda (x + b/2a) = (b/2a) - c/a = b - c/a ou seja (x + b/2a) = (b Extraindo a raiz quadrada, temos que: ou ainda ou, finalmente ou seja, x = -9 e x = 3 Se você tiver alguma curiosidade matemática, e que ache ser interessante envie-me , e publicarei neste site a sua contribuição identificada VOLTAR

25. Bhaskara Marthi bhaskara Marthi 487 Soda Hall University of California, Berkeley Berkeley, CA94720 Tel +1 510 6422038 E-mail my first name at cs dot berkeley dot edu. http://www.cs.berkeley.edu/~bhaskara/

Bhaskara Marthi 487 Soda Hall University of California, Berkeley Berkeley, CA 94720 Tel: +1 510 642-2038 E-mail: my first name at cs dot berkeley dot edu Publications CV RUGS FOPL ... Unprofessional

26. Bhaskara Marthi : Curriculum Vitae bhaskara Marthi Curriculum Vitae. Contact University of California,Berkeley Computer Science Division 487 Soda Hall, 1776 Berkeley http://www.cs.berkeley.edu/~bhaskara/cv.html

Bhaskara Marthi : Curriculum Vitae Contact: University of California, Berkeley Computer Science Division 487 Soda Hall, #1776 Berkeley, CA 94720-1776 Education August 2000 - Present University of California, Berkeley Ph.D Program in Computer Science September 1996 - June 2000 University of Toronto B.Sc with High Distinction, in Computer Science and Mathematics Research Interests Artificial Intelligence, Machine Learning, Probabilistic Reasoning in Expressive Languages, Approximate Inference and Monte Carlo algorithms. Work Experience May 2001 - Present University of California, Berkeley Graduate Student Researcher in First Order Probabilistic Logic research group headed by Stuart Russell, working on expressive (first-order) probabilistic languages, approximate inference in these languages using MCMC, applications to information extraction tasks. May 2002 - August 2002 Microsoft Research, Cambridge, UK Research intern working with Christopher Bishop and Andrew Blake on superresolution of video streams using machine learning techniques January 2001 - April 2001 International Computer Science Insitute, Berkeley

27. Bhaskara Advanced Automation Our different divisions are Material Handling Systems Division; SpecialPurpose Machines Division. Welding Positioneering Equipment Division; http://www.baaindia.com/

Manufacturers of....... Drum Dumper with Scale Drum Gripper Hand Stacker Pre-Engineered Conveyors ... Hydraulic Hand Pallet Truck ........ and many more Our different divisions are : Material Handling Systems Division Special Purpose Machines Division Welding Positioneering Equipment Division Granite and Marble Processing Machinery Division Powered by: Business Online

28. Bhaskara Advanced Automation A division of the bhaskara GROUP of companies, we are a team of designers and manufacturersof Automated material handling systems and special purpose machines http://www.baaindia.com/profile.htm

Company Profile : A division of the BHASKARA GROUP of companies, we are a team of designers and manufacturers of Automated material handling systems and special purpose machines for various applications. We have a dedicated team of qualified and experienced engineers, who have held senior positions in various reputed organizations for a period of over 25 years. We have manufactured and supplied nearly 450 Nos. of Custom built and Special systems for various applications. Our different divisions are : Material Handling Systems Division Special Purpose Machines Division Welding Positioneering Equipment Division Granite and Marble Processing Machinery Division Powered by: Business Online

29. Bhaskara Translate this page ou pulverizador). Mas, ea fórmula de bhaskara ? bhaskara conhecia a regraacima, porém, a regra não foi descoberta por ele. A regra http://www.brasil.terravista.pt/magoito/1866/Historia/bhaskara.htm

Bhaskara N S Lilavati E a = N y EXEMPLO: ax + bx = c , os indianos usavam a seguinte regra: x = px + q e x + px = q B chakravala kuttaka

30. BHASKARA bhaskara c.1114 c.1185 Indian Mathematician Also known as bhaskara the Learnedform Bidar, India, bhaskara was the leading mathematician of the 12th century. http://www.hyperhistory.com/online_n2/people_n2/persons5_n2/bhaskara.html

BHASKARA c.1114 - c.1185 Indian Mathematician Also known as Bhaskara the Learned form Bidar, India, Bhaskara was the leading mathematician of the 12th century. He wrote the first work with systematic use of the decimal number system. Bhaskara developed rules for equations to calculate trigonometry, and he used letters to represent unknown quantities, much as in modern algebra. As astronomer he popularized the astronomical knowledge of his time. www link : From the University of St. Andrews, Scotland School of Mathematics Biography

31. Bhaskara 1, 2 bhaskara 1, 2. bhaskara 1. bhaskara was launched as part Xray astronomy.bhaskara was a 26-faced quasi-spherical polyhedron. It had http://www.skyrocket.de/space/doc_sdat/bhaskara-1.htm

Bhaskara 1, 2 Bhaskara 1 Bhaskara was launched as part of the satellite-for-earth-observations (SEO) program, and was placed in orbit by a Soviet vehicle launched from a Cosmodrome in the U.S.S.R. The main objectives were to conduct earth observation experiments for applications related to hydrology, forestry, and geology using a two-band TV camera system, and to conduct ocean-surface studies using a two-frequency satellite microwave radiometer (SAMIR) system. Secondary objectives were to test engineering and data processing systems, to collect limited meteorological data from remote platforms, and to conduct scientific investigations in X-ray astronomy. Bhaskara was a 26-faced quasi-spherical polyhedron. It had a height of 1.66 m, and a diameter of 1.55 m. Named after the two "Bhaskaracharyas," astronomer-mathematicians of ancient India. Nation: India Type / Application: Earth Observing, technology Operator: ISRO Contractors: ISRO Equipment: Configuratation: Propulsion: Mass: 444 kg Orbit: 512 km x 557 km, 50.7° Satellite Date LS Suc Launcher Remarks: Bhaskara 1 KY Kosmos-3M Bhaskara 2 KY Kosmos-3M Last update: Contact: gunter.krebs@skyrocket.de

32. Bhaskara Encyclopedia Astronautica, Home, bhaskara. Class Earth. Type Landsat. NationIndia. Launch Vehicle Kosmos 11K65M . bhaskara 1 Mass 441 kg. Perigee 394 km. http://www.friends-partners.ru/partners/mwade/craft/bhaskara.htm

Encyclopedia Astronautica Home Bhaskara Class: Earth Type : Landsat. Nation : India. Total Mass : 442 kg. Description : Experimental satellite for conducting earth resources survey over India. References: 07 June 1979 Launch Site Kapustin Yar Launch Vehicle Kosmos 11K65M Bhaskara 1 Mass : 441 kg. Perigee : 394 km. Apogee : 399 km. Inclination : 50.7 deg. Summary : Launched from a cosmodrome in the USSR. Experimental satellite for conducting earth resources survey over India. . More details 20 November 1981 Launch Site Kapustin Yar Launch Vehicle Kosmos 11K65M Bhaskara 2 Mass : 444 kg. Perigee : 368 km. Apogee : 372 km. Inclination : 50.6 deg. Summary : Experimental earth observations. Launched from a cosmodrome in the USSR. . More details Back to Index Last update 10 June 1999. Contact Mark Wade with any corrections, additions, or comments.

33. BhAskara Satakam bhaskara Satakam. by mAravi venkayya. nArAyaNa Satakamu (Introduction) (Full text). Clickhere for poems in Telugu Lipi font. bhaskara SatakaM. mAravi veMkayya. http://www.engr.mun.ca/~adluri/telugu/classical/satakams/rit/bhaskara_satakam.ht

Home Prabandha Sataka Script BhAskara Satakam by mAravi venkayya nArAyaNa Satakamu (Introduction) (Full text) kRShNa Satakamu sumatee Satakamu (Introduction) (Full text) kALahasteeSvara Satakamu dASarathee Satakamu Andhra nAyaka Satakamu narasimha Satakamu BhartRhari neeti Satakamu BhAskara Satakamu rAmalingESa Satakamu Authorship mAravi (mArada) venkayya kavi (fl. CE 1550-1650?) was a kaLiMga poet who lived in the vicinity of Srikakulam/Visakhapatnam. He was a sUrya Bhakta . There is a famous Sun ( sUryanArAyaNa ) temple at arasavilli , about 3 km from the present day Srikakulam town. It is one of the very few such temples in India. Sun worship is very prevalent in these areas. mAravi kavi composed BhAskara Satakam in praise of Lord sUrya BhAskara ). The Satakam became quite famous for its excellent poetry and moral teachings. It is one of the early Satakas using dRShTAntAlamkAram (some critics bill it as the very first). He used several instances from the epics to extol morals about right conduct, right attitude, the see-sawing nature of wealth, social responsibility, self sacrifice, determination, women, etc. Text in RIT/RTS format The following poems are in RIT/RTS format. Click

34. Hardwar (Haridwar) Hotels, Hotels In Hardwar (Haridwar) Hotel Reservation Hardwa India Hotel booking agency offering online reservation of luxury, heritage hotelsin Haridwar like Hotel Classic Residency, Hotel bhaskara, Hotel Milap Mansion http://travel.indiamart.com/hotelsinindia/hardwar.html

Hotels in India Travel Agents India Tours Travel Packages ... Uttranchal Hotels and Resorts in Hardwar (Haridwar) Freelist Your Hotel You Can Advertise Here Travel Search Haridwar Travel Hemkund Saheb Travel Map of Haridwar Rajaji National Park ... Har ki Pauri More about Hardwar (Haridwar) Reservation Desk Beach Tours Goa India Tours ... Newsletter Subscribe to Travel Newsletter You Can Advertise Here Travel Resources Weather Maps of India ... India Hotel Reservation Indian hotels reservation agents offering hotel reservation of luxury hotels, budget hotels in Haridwar. Send On-line Hotel Booking Enquiry Or Visit: http://www.india-hotel-reservation.com/haridwar.html Online Hotel Reservation India Avail the facility of Instant Online Hotel Confirmations. Complete range of hotels in Haridwar for all budgets at special rates. No need to wait for a response. Click here For Instant Hotel Booking Or Visit: http://traveltoursindia.travel-hotel-booking.com Lawrence Travels and Tours (P) Ltd. Offering online reservation of luxury, deluxe and budget hotels in Hardwar like Hotel Sagar, Hotel Classic Residency. Send On-line Hotel Booking Enquiry Or Visit: http://www.lawrenceindia.com/uttar-pradesh/haridwar.html

35. Bhaskara-I Satellite bhaskaraI Satellite. (First Indian low orbit Earth Observation Satellite)Launch Date June 7, 1979 Weight 444 Kg Orbit 619 http://www.csre.iitb.ac.in/isro/bhaskara1.html

Bhaskara-I Satellite (First Indian low orbit Earth Observation Satellite) Launch Date : June 7, 1979 Weight : 444 Kg Orbit : 619 x 562 km inclined at 50.7 deg Lauched by : Soviet Intercosmos rocket. Sensor Systems Television Cameras operating in visible (0.6 micron) and near-infrared (0.8 micron); to collect data related to hydrology, forestry and geology. Satellite microwave radiometer (SAMIR) operating at 19 GHz and 22 GHz for study of ocean-state, water vapor, liquid water content in the atmospher, etc.

36. Bhaskara-II Satellite bhaskaraII Satellite. (First Indian low orbit Earth Observation Satellite)Launch Date Nov. 20, 1981 Weight 444 Kg Orbit 619 http://www.csre.iitb.ac.in/isro/bhaskara2.html

Bhaskara-II Satellite (First Indian low orbit Earth Observation Satellite) Launch Date : Nov. 20, 1981 Weight : 444 Kg Orbit : 619 x 562 km inclined at 50.7 deg Lauched by : Soviet Intercosmos rocket. Sensor Systems Television Cameras operating in visible (0.6 micron) and near-infrared (0.8 micron); to collect data related to hydrology, forestry and geology. Satellite microwave radiometer (SAMIR) operating 19.24 GHz, 22.235 GHz and 31.4 GHz for study of ocean-state, water vapor, liquid water content in the atmospher, etc.

37. Bhaskara. The Columbia Encyclopedia, Sixth Edition. 2001 2001. bhaskara. (b s´k r ) (KEY) , called Acarya ( chär´y ) (KEY)Skt.,=learned, b. 1114, Indian mathematician and astronomer. http://www.bartleby.com/65/bh/Bhaskara.html

Select Search All Bartleby.com All Reference Columbia Encyclopedia World History Encyclopedia World Factbook Columbia Gazetteer American Heritage Coll. Dictionary Roget's Thesauri Roget's II: Thesaurus Roget's Int'l Thesaurus Quotations Bartlett's Quotations Columbia Quotations Simpson's Quotations English Usage Modern Usage American English Fowler's King's English Strunk's Style Mencken's Language Cambridge History The King James Bible Oxford Shakespeare Gray's Anatomy Farmer's Cookbook Post's Etiquette Bulfinch's Mythology Frazer's Golden Bough All Verse Anthologies Dickinson, E. Eliot, T.S. Frost, R. Hopkins, G.M. Keats, J. Lawrence, D.H. Masters, E.L. Sandburg, C. Sassoon, S. Whitman, W. Wordsworth, W. Yeats, W.B. All Nonfiction Harvard Classics American Essays Einstein's Relativity Grant, U.S. Roosevelt, T. Wells's History Presidential Inaugurals All Fiction Shelf of Fiction Ghost Stories Short Stories Shaw, G.B. Stein, G. Stevenson, R.L. Wells, H.G. Reference Columbia Encyclopedia PREVIOUS NEXT ... BIBLIOGRAPHIC RECORD The Columbia Encyclopedia, Sixth Edition. Bhaskara (b r KEY ) , called

38. Bhaskara Descobriu A Formula De Bhaskara ? Translate this page bhaskara descobriu a fórmula de bhaskara ? bhaskara a pessoa. bhaskaraAcharya ( B Mas, ea fórmula de bhaskara ? bhaskara nem sabia http://athena.mat.ufrgs.br/~portosil/bhaka.html

Bhaskara descobriu a fórmula de Bhaskara Bhaskara a pessoa Bhaskara Acharya ( B. o Instruído ) viveu de 1 114 a 1 185 aprox., na India. Seus méritos foram logo reconhecidos e muito cedo atingiu o posto de diretor do Observatório de Ujjain, o maior centro de pesquisas matemáticas e astronômicas da India, na época. Qual seu livro mais famoso ? E' o Lilavati , um livro bem elementar e dedicado a problemas simples de Aritmética, Geometria Plana ( medidas e trigonometria elementar ) e Combinatória. A palavra Lilavati é um nome próprio de mulher ( a tradução é Graciosa ), e a razão de ter dado esse título a seu livro é porque, provavelmente, teria desejado fazer um trocadilho comparando a elegância de uma mulher da nobreza com a elegância dos métodos da Aritmética. Então, não escreveu nenhum livro importante ? Ao contrário! Ele escreveu dois livros matematicamente importantes e devido a isso tornou-se o matemático mais famoso de sua época. Esses livros são: o Siddhanta-siromani , dedicado a assuntos astronômicos e dividido em duas partes: Goladhyaya ( Esfera Celeste ) Granaganita ( Matemática dos Planetas ) o Bijaganita equações INDETERMINADAS ou diofantinas: y - x = 1 que aceita todos os x = a e y = a + 1 como soluções , qualquer que seja o valor de

39. ThinkQuest Library Of Entries BRAHMAGUPTA(ca.628) and bhaskara(1114ca.1185). Brahmagupta was themost prominent Hindu mathematician of the seventh century. He http://library.thinkquest.org/22584/temh3025.htm

Welcome to the ThinkQuest Internet Challenge of Entries The web site you have requested, Mathematics History , is one of over 4000 student created entries in our Library. Before using our Library, please be sure that you have read and agreed to our To learn more about ThinkQuest. You can browse other ThinkQuest Library Entries To proceed to Mathematics History click here Back to the Previous Page The Site you have Requested ... Mathematics History click here to view this site A ThinkQuest Internet Challenge 1998 Entry Click image for the Site Languages : Site Desciption An extensive history of mathematics is at your fingertips, from Babylonian cuneiforms to advances in Egyptian geometry, from Mayan numbers to contemporary theories of axiomatical mathematics. You will find it all here. Biographical information about a number of important mathematicians is included at this excellent site. Students Hyun-jin Jae-yun Hwang(Seoul Yo Sang) Korea, South Kyung-sun Jae-yun Hwang(Seoul Yo Sang) Korea, South So-young Jae-yun Hwang(Seoul Yo Sang) Korea, South

40. Bhaskara's Lilavati bhaskara's Lilavati. Wellcome Institute MS Indic beta 249 lila13v.giflila13v.gif 199.59 Kb, lila9v.gif lila9v.gif 193.24 Kb. http://www.ucl.ac.uk/~ucgadkw/bhaskara-lilavati.html

Bhaskara's Lilavati Wellcome Institute MS Indic beta 249 lila13v.gif 199.59 Kb lila9v.gif 193.24 Kb

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