Maryam Mirzakhani was an Iranian mathematician who made significant contributions to the theory of moduli spaces of Riemann surfaces and hyperbolic geometry. She was the first woman to be awarded the Fields Medal, which is often described as the "Nobel Prize of mathematics". Some of her major achievements included proving the prime number theorem for geodesics on hyperbolic surfaces and providing new insights into questions about the geometry of moduli spaces. She attended Sharif University of Technology and Harvard University and conducted research as a professor at Princeton University and Stanford University.
Este documento describe los diferentes estilos de nataci坦n, incluidos el crol, braza, mariposa y espalda. Explica los movimientos b叩sicos de cada estilo, como la secuencia alternativa de brazadas en crol y espalda, los movimientos horizontales de brazos y piernas en braza, y el movimiento conjunto y ondulante de brazos y caderas en mariposa. Tambi辿n se単ala que la nataci坦n es beneficiosa para personas con discapacidades.
Bethany Hamilton was born in 1990 in Kauai, Hawaii. At age 13, she was attacked by a shark while surfing which resulted in the loss of her left arm. Only 10 weeks after the accident, she returned to surfing by having a special board made to accommodate her injury. She went on to win numerous surfing competitions and wrote a book about her story called Soul Surfer, which was later made into a film starring AnnaSophia Robb.
The document provides rules and information about various athletics events. It states that athletes must follow rules like staying in their lane during sprints and not obstructing other athletes. It then describes different event types like sprints, which require speed; middle-distance events from 400m to 1500m which require strength and stamina; long distance events over 3000m which require rhythm and endurance; relays which require teamwork and baton passing skills; long jump which requires flexibility and body control; and shot put which requires power, speed, and strength training. Athletics involves competitive running, jumping and throwing events.
The document discusses the origins and nature of mathematics. It defines mathematics as the science of quantity, measurement and special relations. The history of mathematics is described as investigating original discoveries and methods from the past. Early contributions came from places like China in the form of their place value system. The nature of mathematics includes it being a science of discovery, an intellectual puzzle, a tool, intuitive, with its own language/symbols, abstract, logical, and dealing with drawing conclusions. The needs, significance and values of teaching mathematics are provided. Key areas of mathematics topics and contributions of great mathematicians like Euclid, Pythagoras, Aryabhatta, Bhaskaracharya, and Ramanujan are summarized
Srinivasa Ramanujan Date Of Birth 22.12.1887Padma Lalitha
油
In last slide I have mentioned Srinivasa Ramanujan D.O.B. as
22.12.1987. I am extremely sorry for that. Please read it as 22.12.1887. Thanks to my friend Smt. Indira, who brought it to my notice.
This document discusses key aspects of constructivism as it relates to teaching mathematics. It covers the following main points:
1. Constructivism is a learning theory that posits people actively construct their own knowledge based on experiences. Pioneers like Piaget, Von Glasersfeld, and Vygotsky contributed influential ideas.
2. Effective constructivist teaching involves students developing more complex mathematical understanding through reflection and social processes. Assessment should be an ongoing part of the learning process.
3. Implications for the classroom include students taking an active role in knowledge construction through exploration, communication, and applying their ideas. The teacher acts as a facilitator rather than solely lecturing.
4. For
This document provides an overview of various track and field events in athletics. It describes the different running races like short distance races from 50m to 400m, middle distance races of 800m and 1500m, and long distance races of 3000m, 5000m, and 10000m. It also outlines field events like jumping events of high jump, long jump, triple jump, and pole vault and throwing events of hammer, discus, javelin and shot put. Relay races and hurdles are also mentioned. Road events consist of marathons and racewalking. The final section notes the mixed events of heptathlon for females and decathlon for males.
The document provides information and formulas for marking an athletics track. It discusses the key components of a track including lanes, lines, curves, straights and their measurements. It provides the method to calculate the total area of a track by using the length of straights, curve distance radius, number of lanes and extra space. The document also describes how to calculate the stagger distance between lanes using lane width, lane number and Pi.
Mathematics has evolved from simple counting and measurement used by early humans to the complex discipline it is today. Key developments include the establishment of number systems and algebra in ancient Mesopotamia and Egypt, advances in geometry and logic by ancient Greeks, transmission of knowledge to other ancient cultures like China and India, and the establishment of concepts like calculus and logarithms in Europe during the 16th-18th centuries. The 19th-20th centuries saw unprecedented growth in mathematical concepts and ideas through the work of mathematicians around the world, including Indians like Ramanujan who made seminal contributions despite facing disadvantages.
This document discusses handball tactics and skills. It describes three defensive tactics in handball: having all defenders block the opponent, having some defenders block while others defend their zone, and having defenders block from their own position. It also lists essential qualities for handball players, including endurance, agility, eye-hand coordination, accuracy, speed, flexibility, and explosive shoulder strength. Additionally, it provides examples of state and national level handball award winners and players who represented India.
Pusarla Venkata Sindhu is an Indian professional badminton player who was born in 1995 in Hyderabad, India. She began playing badminton at age 6 and won numerous national and international competitions starting at age 10. Some of her major accomplishments include winning silver at the 2016 Rio Olympics, becoming the first Indian woman to win a silver medal in badminton at the Olympics, reaching world number 2 in women's singles ranking in 2017, and winning bronze at the 2020 Tokyo Olympics.
This document discusses the benefits of sports and games. It outlines how sports and games provide physical, mental and social benefits like fitness, stress relief, health, self-confidence and teamwork. It also lists some popular individual and team sports like cricket, netball, running, basketball and chess. The document recommends games for kids as a way to introduce them to sports in a fun manner that builds skills like taking turns and following rules.
A tournament is a competition involving a large number of contestants across multiple rounds in individual or team sports to determine a winner. Tournaments are important as they help athletes develop skills and ethics through competing against others, allow for the selection of top players, promote sports to spectators, and develop qualities like cooperation and national integration among participants.
Golf originated in Scotland and England, who have debated its invention. Major golf tournaments include the Masters in April, US Open in June, British Open in July, and PGA Championship in August. A golfer's career success is often defined by how many major tournaments they win. Golf requires basic equipment like clubs, balls, tees, bags, and shoes. The objective is to complete holes in the fewest shots by following rules of etiquette and fair play. Golf is played worldwide but originated in and remains popular in Scotland, Britain, the US, and Asia. Popular golf athletes are Tiger Woods, one of the best ever who won early in his career, and his longtime rival Phil Mickelson.
Finalna prezentacija rada uenika I2 razreda JU Gimnazija Dobrinja za multidisciplinarni as o poznatim 転enama u matematici, a sve u sklopu eTw projekta FFM2.
Maria Gaetana Agnesi was an Italian mathematician, linguist, and philosopher born in 1718 in Milan. She wrote the first book containing an integral and differential account and was an honorary member of the Bologna University. At age 9, she delivered a 1-hour speech in Latin at an academic gathering on women's right to education. By age 15, she led philosophical discussions with Bologna's most educated citizens. She is most known for describing the "Witch of Agnesi" curve in her textbook, which became its name due to a translator's mistake. The surface area under the curve is a2 and four times the area of a diameter circle.
Hypatia was a mathematician, astronomer, and philosopher who lived in Alexandria in the 4th-5th centuries AD. She taught at the Museum of Alexandria and was known for her knowledge of Plato and Aristotle's philosophical works as well as her own writings on mathematics. Hypatia advised the prefect Orestes and was respected in Alexandria for her intellect. However, in 415 AD she was brutally murdered by a Christian mob who saw her as a threat, dragging her from her carriage and tearing her body apart with shells. Her violent death overshadowed her scholarly achievements.
Prezentacija o broju pi uenika I1 razreda JU Gimnazije Dobrinja raena u okviru eTwinning projekta Pi day, prezentovana na zajednikoj radionici 14. 3. 2019. u O "Osman Naka邸".
Albert Einstein was born in 1879 in Germany to a middle-class Jewish family. As a child, he was fascinated by invisible forces after encountering a compass at age 5. He mastered higher mathematics by age 16. He studied at the Higher Technical School in Zurich, graduating in 1900. After graduation, Einstein worked in a patent office in Bern, Switzerland. In 1905, he published four groundbreaking papers, one establishing the photoelectric effect and the famous equation E=mc2. Einstein is renowned for his theories of special and general relativity. He won the Nobel Prize in Physics in 1921 for his services to theoretical physics and especially for his discovery of the law of the photoelectric effect.
Uenice JU Gimnazija Dobrinja, Anda Samouk i Amina Buljuba邸i, u okviru eTwinning projekta "Svjetski dan 邸tednje", napravile su prezentaciju o vrstama 邸tednje.
Uenici JU Gimnazija Dobrinja, Berberovi Rijad, Salin Kenan i Tutund転i Kerim su anketirali uenike na邸e 邸kole o navikama vezanim za 邸tednju, a rezultati se nalaze u ovoj prezentaciji. Osim toga, uenici su vodili dnevnik tro邸enja tokom 7 dana, i rezultate toga takoer mo転ete vidjeti u prezentaciji.Sve je raeno u sklopu eTwinning projekta "Svjetski dan 邸tednje"
This document provides an overview of various track and field events in athletics. It describes the different running races like short distance races from 50m to 400m, middle distance races of 800m and 1500m, and long distance races of 3000m, 5000m, and 10000m. It also outlines field events like jumping events of high jump, long jump, triple jump, and pole vault and throwing events of hammer, discus, javelin and shot put. Relay races and hurdles are also mentioned. Road events consist of marathons and racewalking. The final section notes the mixed events of heptathlon for females and decathlon for males.
The document provides information and formulas for marking an athletics track. It discusses the key components of a track including lanes, lines, curves, straights and their measurements. It provides the method to calculate the total area of a track by using the length of straights, curve distance radius, number of lanes and extra space. The document also describes how to calculate the stagger distance between lanes using lane width, lane number and Pi.
Mathematics has evolved from simple counting and measurement used by early humans to the complex discipline it is today. Key developments include the establishment of number systems and algebra in ancient Mesopotamia and Egypt, advances in geometry and logic by ancient Greeks, transmission of knowledge to other ancient cultures like China and India, and the establishment of concepts like calculus and logarithms in Europe during the 16th-18th centuries. The 19th-20th centuries saw unprecedented growth in mathematical concepts and ideas through the work of mathematicians around the world, including Indians like Ramanujan who made seminal contributions despite facing disadvantages.
This document discusses handball tactics and skills. It describes three defensive tactics in handball: having all defenders block the opponent, having some defenders block while others defend their zone, and having defenders block from their own position. It also lists essential qualities for handball players, including endurance, agility, eye-hand coordination, accuracy, speed, flexibility, and explosive shoulder strength. Additionally, it provides examples of state and national level handball award winners and players who represented India.
Pusarla Venkata Sindhu is an Indian professional badminton player who was born in 1995 in Hyderabad, India. She began playing badminton at age 6 and won numerous national and international competitions starting at age 10. Some of her major accomplishments include winning silver at the 2016 Rio Olympics, becoming the first Indian woman to win a silver medal in badminton at the Olympics, reaching world number 2 in women's singles ranking in 2017, and winning bronze at the 2020 Tokyo Olympics.
This document discusses the benefits of sports and games. It outlines how sports and games provide physical, mental and social benefits like fitness, stress relief, health, self-confidence and teamwork. It also lists some popular individual and team sports like cricket, netball, running, basketball and chess. The document recommends games for kids as a way to introduce them to sports in a fun manner that builds skills like taking turns and following rules.
A tournament is a competition involving a large number of contestants across multiple rounds in individual or team sports to determine a winner. Tournaments are important as they help athletes develop skills and ethics through competing against others, allow for the selection of top players, promote sports to spectators, and develop qualities like cooperation and national integration among participants.
Golf originated in Scotland and England, who have debated its invention. Major golf tournaments include the Masters in April, US Open in June, British Open in July, and PGA Championship in August. A golfer's career success is often defined by how many major tournaments they win. Golf requires basic equipment like clubs, balls, tees, bags, and shoes. The objective is to complete holes in the fewest shots by following rules of etiquette and fair play. Golf is played worldwide but originated in and remains popular in Scotland, Britain, the US, and Asia. Popular golf athletes are Tiger Woods, one of the best ever who won early in his career, and his longtime rival Phil Mickelson.
Finalna prezentacija rada uenika I2 razreda JU Gimnazija Dobrinja za multidisciplinarni as o poznatim 転enama u matematici, a sve u sklopu eTw projekta FFM2.
Maria Gaetana Agnesi was an Italian mathematician, linguist, and philosopher born in 1718 in Milan. She wrote the first book containing an integral and differential account and was an honorary member of the Bologna University. At age 9, she delivered a 1-hour speech in Latin at an academic gathering on women's right to education. By age 15, she led philosophical discussions with Bologna's most educated citizens. She is most known for describing the "Witch of Agnesi" curve in her textbook, which became its name due to a translator's mistake. The surface area under the curve is a2 and four times the area of a diameter circle.
Hypatia was a mathematician, astronomer, and philosopher who lived in Alexandria in the 4th-5th centuries AD. She taught at the Museum of Alexandria and was known for her knowledge of Plato and Aristotle's philosophical works as well as her own writings on mathematics. Hypatia advised the prefect Orestes and was respected in Alexandria for her intellect. However, in 415 AD she was brutally murdered by a Christian mob who saw her as a threat, dragging her from her carriage and tearing her body apart with shells. Her violent death overshadowed her scholarly achievements.
Prezentacija o broju pi uenika I1 razreda JU Gimnazije Dobrinja raena u okviru eTwinning projekta Pi day, prezentovana na zajednikoj radionici 14. 3. 2019. u O "Osman Naka邸".
Albert Einstein was born in 1879 in Germany to a middle-class Jewish family. As a child, he was fascinated by invisible forces after encountering a compass at age 5. He mastered higher mathematics by age 16. He studied at the Higher Technical School in Zurich, graduating in 1900. After graduation, Einstein worked in a patent office in Bern, Switzerland. In 1905, he published four groundbreaking papers, one establishing the photoelectric effect and the famous equation E=mc2. Einstein is renowned for his theories of special and general relativity. He won the Nobel Prize in Physics in 1921 for his services to theoretical physics and especially for his discovery of the law of the photoelectric effect.
Uenice JU Gimnazija Dobrinja, Anda Samouk i Amina Buljuba邸i, u okviru eTwinning projekta "Svjetski dan 邸tednje", napravile su prezentaciju o vrstama 邸tednje.
Uenici JU Gimnazija Dobrinja, Berberovi Rijad, Salin Kenan i Tutund転i Kerim su anketirali uenike na邸e 邸kole o navikama vezanim za 邸tednju, a rezultati se nalaze u ovoj prezentaciji. Osim toga, uenici su vodili dnevnik tro邸enja tokom 7 dana, i rezultate toga takoer mo転ete vidjeti u prezentaciji.Sve je raeno u sklopu eTwinning projekta "Svjetski dan 邸tednje"
Uenici JU Gimnazija Dobrinja, Toki Mirza i akur Fejsal, napravili su prezentaciju o Danu 邸tednje, 邸tednji, kreditima i kamatama u okviru eTwinning projekta "Svjetski dan 邸tednje".
Uenik Gimnazije Dobrinja, Kuni Eldar, napravio je prezentaciju o postanku i razvoju novca na na邸im prostorima u okviru eTwinning projekta "Svjetski dan 邸tednje"
Comprehensive Guide to Antibiotics & Beta-Lactam Antibiotics.pptxSamruddhi Khonde
油
Comprehensive Guide to Antibiotics & Beta-Lactam Antibiotics
Antibiotics have revolutionized medicine, playing a crucial role in combating bacterial infections. Among them, Beta-Lactam antibiotics remain the most widely used class due to their effectiveness against Gram-positive and Gram-negative bacteria. This guide provides a detailed overview of their history, classification, chemical structures, mode of action, resistance mechanisms, SAR, and clinical applications.
What Youll Learn in This Presentation
History & Evolution of Antibiotics
Cell Wall Structure of Gram-Positive & Gram-Negative Bacteria
Beta-Lactam Antibiotics: Classification & Subtypes
Penicillins, Cephalosporins, Carbapenems & Monobactams
Mode of Action (MOA) & Structure-Activity Relationship (SAR)
Beta-Lactamase Inhibitors & Resistance Mechanisms
Clinical Applications & Challenges.
Why You Should Check This Out?
Essential for pharmacy, medical & life sciences students.
Provides insights into antibiotic resistance & pharmaceutical trends.
Useful for healthcare professionals & researchers in drug discovery.
Swipe through & explore the world of antibiotics today!
Like, Share & Follow for more in-depth pharma insights!
Dr. Ansari Khurshid Ahmed- Factors affecting Validity of a Test.pptxKhurshid Ahmed Ansari
油
Validity is an important characteristic of a test. A test having low validity is of little use. Validity is the accuracy with which a test measures whatever it is supposed to measure. Validity can be low, moderate or high. There are many factors which affect the validity of a test. If these factors are controlled, then the validity of the test can be maintained to a high level. In the power point presentation, factors affecting validity are discussed with the help of concrete examples.
How to Configure Recurring Revenue in Odoo 17 CRMCeline George
油
This slide will represent how to configure Recurring revenue. Recurring revenue are the income generated at a particular interval. Typically, the interval can be monthly, yearly, or we can customize the intervals for a product or service based on its subscription or contract.
How to Configure Deliver Content by Email in Odoo 18 SalesCeline George
油
In this slide, well discuss on how to configure proforma invoice in Odoo 18 Sales module. A proforma invoice is a preliminary invoice that serves as a commercial document issued by a seller to a buyer.
Effective Product Variant Management in Odoo 18Celine George
油
In this slide well discuss on the effective product variant management in Odoo 18. Odoo concentrates on managing product variations and offers a distinct area for doing so. Product variants provide unique characteristics like size and color to single products, which can be managed at the product template level for all attributes and variants or at the variant level for individual variants.
Entity Framework Interview Questions PDF By ScholarHatScholarhat
油
5. maryam mirzakhani
2. Born: May 3, 1977 in Tehran, Iran; Died: July 14,
2017 in California, USA
Although she was born in Iran during the war
between Iraq and Iran, she graduated from
elementary school and passed the exam for
Farzanegan High School for Girls in Tehran. This
school was led
by the Iranian national
organization for the
development of
exceptional talents,
aimed at educating the
brightest students.
3. Both Maryam Mirzakhani and her friend Roy Beheshti
comprised the Iranian Mathematical Olympic Team in 1994.
The international competition was held that year in Hong
Kong, and Mirzakhani scored 41 of 42 points, and won a gold
medal. Beheshti won a silver medal. In 1995, Mirzakhani was
again a member of the Iranian Mathematical Olympic Team.
This time the international competition was held in Toronto,
Canada, and Mirzakhani scored 42 out of 42 points and was
rewarded with a gold medal.
In 1995 Mirzakhani started a mathematics study at the Sharif
University of Technology funded by the IPM community.
She graduated from the Sharif Technical University in 1999
with B.S. (Best Student)
After graduating from the
Sharif University, Mirzakhani
went to the United States
where she attended a graduate
school at the University of
Harvard.
She got her doctorate in 2004
4. She was named as a professor of
mathematics at Stanford University.
In 2014 Mirzakhani became the first
woman to receive the Fields medal.
Medal was given by the International
Mathematical Community on August 13, 2014.
Even before she got the Fields 2014 medal, Mirzakhani
was diagnosed with breast cancer. Cancer spread to the
liver and bones, and she died at a hospital in California in
July 2017. President of Stanford Marc said after her
death:
Maryam went too early, but her influence will live for
thousands of women who inspired her to pursue
mathematics and science. Her contribution both as a
scholar and as a role model is significant and she will be
missed here in Stanford and around the world.