Buhos free essay sample

Buhos – a documentary about climate change produced and presented by Senator Loren Legarda at the Cinema 3 of SM Mall of Asia September 13, 2010 was cited as a significant contribution in educating the entire nation on the devastating impact of climate change and global warming to our country. It had to take Ondoy, Pepeng and Basyang for us to realize that climate change is not just a scientific and environmental issue, but an all encompassing threat to our basic human rights – food, potable water, shelter, decent livelihood and life itself, the Chair of the Senate Committee on Climate Change told the theatre full guests from the diplomatic corps, academe, student leaders, environmentalists, NGOs and local government officials. Legarda who grew up in flood prone Malabon, made the worsening flood situation central to the theme of her new documentary on climate change, entitled Buhos (Downpour). The senator collaborated with acclaimed Filipino filmmaker and 2009 Cannes best director Brillante Mendoza, who lent artistic credence to produce a visually interesting, informative, and most importantly, moving documentary. We will write a custom essay sample on Buhos or any similar topic specifically for you Do Not WasteYour Time HIRE WRITER Only 13.90 / page Buhos successfully demystifies global warming by bringing it down to the level of day-to-day living, offering easy to understand scientific explanations of greenhouse gases and climate change, as well as realistic ways of addressing this clear and present danger, in the context of Filipino living. As chairperson of the Senate Standing and Oversight Committees on Climate Change, Senator Legarda principally authored and sponsored landmark environmental laws—the Climate Change Act of 2009, the Environmental Awareness Education Act, the Ecological Solid Waste Management Act and the Clean Air Act, among others. Legarda, a UNEP laureate for environment and United Nations champion for disaster risk reduction and climate change adaptation for Asia and the Pacific, has been the voice of climate-vulnerable nations like the Philippines and has called for climate justice for developing countries in various international fora. Beyond her call of duty, Legarda runs a nationwide awareness and education campaign on climate change. She produced the docu-drama Ulan sa Tag-araw, childrens animation movie Ligtas Likas, and a United Nations documentary Now is the Time. Legarda implements an extensive tree planting program through Luntiang Pilipinas and mobilizes humanitarian aid to disaster-affected and poverty-stricken communities through Lingkod Loren. Last year, she reached out to thousands of families left homeless by typhoons Ondoy and Pepeng through her missions. Buhos was launched with the support of SM Cinema and will have additional special screenings in select theatres, schools and universities in the coming months.

Fibbonacci Essay Example For Students

Fibbonacci Essay In 1175 AD, one of the greatest European mathematicians was born. His birth name was Leonardo Pisano. Pisano is Italian for the city of Pisa, which is where Leonardo was born. Leonardo wanted to carry his family name so he called himself Fibonacci, which is pronounced fib-on-arch-ee. Guglielmo Bonnacio was Leonardos father. Fibonacci is a nickname, which comes from filius Bonacci, meaning son of Bonacci. However, occasionally Leonardo would use Bigollo as his last name. Bigollo means traveler. I will call him Leonardo Fibonacci, but if anyone who does any research work on him may find the other names listed in older books. Guglielmo Bonaccio, Leonardos father, was a customs officer in Bugia, which is a Mediterranean trading port in North Africa. He represented the merchants from Pisa that would trade their products in Bugia. Leonardo grew up in Bugia and was educated by the Moors of North Africa. As Leonardo became older, he traveled quite extensively with his father around the Mediterranean coast. They would meet with many merchants. While doing this Leonardo learned many different systems of mathematics. Leonardo recognized the advantages of the different mathematical systems of the different countries they visited. But he realized that the â€Å"Hindu-Arabic† system of mathematics had many more advantages than all of the other systems combined. Leonardo stopped travelling with his father in the year 1200. He returned to Pisa and began writing. Books by Fibonacci Leonardo wrote numerous books regarding mathematics. The books include his own contributions, which have become very significant, al ong with ancient mathematical skills that needed to be revived. Only four of his books remain today. His books were all handwritten so the only way for a person to obtain one in the year 1200 was to have another handwritten copy made. The four books that still exist are Liber abbaci, Practica geometriae, Flos, and Liber quadratorum. Leonardo had written several other books, which unfortunately were lost. These books included Di minor guisa and Elements. Di minor guisa contained information on commercial mathematics. His book Elements was a commentary to Euclid’s Book X. In Book X, Euclid had approached irrational numbers from a geometric perspective. In Elements, Leonardo utilized a numerical treatment for the irrational numbers. Practical applications such as this made Leonardo famous among his contemporaries. Leonardo’s book Liber abbaci was published in 1202. He dedicated this book to Michael Scotus. Scotus was the court astrologer to the Holy Roman Emperor Fredrick II. Leonardo based this book on the mathematics and algebra that he had learned through his travels. The name of the book Liber abbaci means book of the abacus or book of calculating. This was the first book to introduce the Hindu-Arabic place value decimal system and the use of Arabic numerals in Europe. Liber abbaci is predominately about how to use the Arabic numeral system, but Leonardo also covered linear equations in this book. Many of the problems Leonardo used in Liber abacci were similar to problems that appeared in Arab sources. Liber abbaci was divided into four sections. In the second section of this book, Leonardo focused on problems that were practical for merchants. The problems in this section relate to the price of goods, how to calculate profit on transactions, how to convert between the various currencies in Mediterranean countries and other problems that had originated in China. In the third section of Liber abbaci, there are problems that involve perfect numbers, the Chinese remainder theorem, geometric series and summing arithmetic. But Leonardo is best remembe red today for this one problem in the third section: â€Å"A certain man put a pair of rabbits in a place surrounded on all sides by a wall. How many pairs of rabbits can be produced from that pair in a year if it is supposed that every month each pair begets a new pair which from the second month on becomes productive?† This problem led to the introduction of the Fibonacci numbers and the Fibonacci sequence, which will be discussed in further detail in section II. Today almost 800 years later there is a journal called the â€Å"Fibonacci Quarterly† which is devoted to studying mathematics related to the Fibonacci sequence. In the fourth section of Liber abbaci Leonardo discusses square roots. He utilized rational approximations and geometric constructions. Leonardo produced a second edition of Liber abbaci in 1228 in which he added new information and removed unusable information. Leonardo wrote his second book, Practica geometriae, in 1220. He dedicated this book to Dominicus Hispanus who was among the Holy Roman Emperor Fredrick II’s court. Dominicus had suggested that Fredrick meet Leonardo and challenge him to solve numerous mathematical problems. Leonardo accepted the challenge and solved the problems. He then listed the problems and solutions to the problems in his third book Flos. Practica geometriae consists largely of geometry problems and theorems. The theorems in this book were based on the combination of Euclidâ€℠¢s Book X and Leonard’s commentary, Elements, to Book X. Practica geometriae also included a wealth of information for surveyors such as how to calculate the height of tall objects using similar triangles. CORPORAL PUNISHMENT EssayRoot Finding Leonardo amazingly calculated the answer to the following challenge posed by Holy Roman Emperor Fredrick II: What causes this to be an amazing accomplishment is that Leonardo calculated the answer to this mathematical problem utilizing the Babylonian system of mathematics, which uses base 60. His answer to the problem above was: 1, 22, 7, 42, 33, 4, 40 is equivalent to: Three hundred years passed before anyone else was able to obtain the same accurate results. Fibonacci Sequence As discussed earlier, the Fibonacci sequence is what Leonardo is famous for today. In the Fibonacci sequence each number is equal to the sum of the two previous numbers. For example: (1,1,2,3,5,8,13†¦) Or 1+1=2 1+2=3 2+3=5 3+5=8 5+8=13 Leonardo used his sequence method to answer the previously mentioned rabbit problem. I will restate the rabbit problem: â€Å"A certain man put a pair of rabbits in a place surrounded on all sides by a wall. How many pairs of rabbit s can be produced from that pair in a year if it is supposed that every month each pair begets a new pair which from the second month on becomes productive?† I will now give the answer to the problem, which I discovered in the â€Å"Mathematics Encyclopedia†. â€Å"It is easy to see that 1 pair will be produced the first month, and 1 pair also in the second month (since the new pair produced in the first month is not yet mature), and in the third month 2 pairs will be produced, one by the original pair and one by the pair which was produced in the first month. In the fourth month 3 pairs will be produced, and in the fifth month 5 pairs. After this things expand rapidly, and we get the following sequence of numbers: 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 235, †¦ This is an example of recursive sequence, obeying the simple rule that two calculate the next term one simply sums the preceding two. Thus 1 and 1 are 2, 1 and 2 are 3, 2 and 3 are 5, and so on.† (page 1) III Conclusion Conclusion Leonardo Fibonacci was a mathematical genius of his time. His findings have contributed to the methods of mathematics that are still in use today. His mathematical influence continues to be evident by such mediums as the Fibonacci Quarterly and the numerous internet sites discussing his contributions. Many colleges offer classes that are devoted to the Fibonacci methods. Leonardo’s dedication to his love of mathematics rightfully earned him a respectable place in world history. A statue of him stands today in Pisa, Italy near the famous Leaning Tower. It is a commemorative symbol that signifies the respect and gratitude that Italy endures toward him. Many of Leonardo’s methods will continue to be taught for generations to come. Works Cited Dr. Ron Knott â€Å"Fibonacci’s Mathematical Contributions† March 6, 1998 www.ee.surrey.ac.uk/personal/R.Knott/Fibonacci/fibBio.html (Feb. 10, 1999) â€Å"Mathematics Encyclopedia† www.mathacademy.com/platonic_realms/encyclop/articles/fibonac.html (March 23, 1999)Bibliography:

NCAA Tournament Essays - , Term Papers, Research Papers

NCAA Tournament Do you know what time it is? It's March Madness, the NCAA Mens Basketball Tournament. The time of the year when you see commercials on CBS announcing the Road to the Final Four, the pinnacle of the college basketball year. Each year 64 teams vie for a spot in the Final Four. Teams from the East, Midwest, Southwest, and West all compete for one spot from each division. The teams that play for one of these spots can be classified into four different groups. The Number 1 through 4 seeds, the Cinderella teams, the Bubble teams and the One Hit Wonders. The Number 1 through 4 seeds make up 1/4 of the tournament. These teams are the strongest teams in the nation and are usually figured to go to the Final Four. The teams ranked Number 1 in their bracket have the best chance of going to the Final Four. Since 1980 at least one Number 1seed has gone to the Final Four. The number one seeded team has also never been beaten in the first round of the NCAA tournament. The teams that are 1 through 4 this year, and figure to be playing for the National Championship, are Kentucky, UMass, Purdue, Georgetown, Cincinnati, Utah, Villanova, and Arizona. All of these teams had to have had tremendous regular seasons and conference tournaments to be seeded so high. On the other hand a "Cinderella" team is a team that had a so-so regular season and upset a higher ranked team in their conference tournament. They ride that wave of momentum into the Field of 64 and hope to upset another higher ranked team in the first and second rounds. These teams usually don't last farther than the Sweet Sixteen where their season usually comes to an end. Teams that can be classified into this group are the 10 through 14 seeds. Teams that fall into this category are Clemson, Virginia Commonwealth, Austin Peay, Cansius, and Santa Clara. Out of these "Cinderella" teams, many of them were teams "on the Bubble." These teams finished with a so-so regular season also but also had a so-so conference tournament. They had to sweat it out and hope for other teams to falter and the selection committee to be generous for these teams to make it. Once in the tournament these teams can be transformed into a Cinderella team by beating two higher seeded teams. Teams "on the Bubble" are ranked 7 through 9. The teams that can be classified into this category or groupings are Michigan, Stanford, Bradley, Wisconsin-Green Bay, and Eastern Michigan. That leaves the last grouping of teams. The One Hit Wonders. Their describes them perfectly. They usually upset one team then bow out of the tourney in the second round. The teams in this category might prematurely be labeled a "Cinderella" team, but after exiting the tournament in the second round they cannot be given this title. These teams can be ranked anywhere from 6 through 15. Teams from this group are Mississippi Valley, Louisville, Iowa, Indiana, Princeton, and Monmouth. So as one can see there are many different ways to view the teams from the Field of 64. From the Number 1's through Number 4's to the One-Hit Wonders there are many teams with a shot at winning the NCAA National Championship. You might ask, "Which team do you feel will win the National Championship?" I feel the National Championship will go to the Georgetown Hoyas ( a Number 2 seed ) out of the East.

Introduction to Sociology and Political Sciences Essays

Introduction to Sociology and Political Sciences Essays Relationship Between China and Hong Kong Introduction to Sociology and Political Sciences Mid-term paper Name: Student ID: 81200158 Word count: 4337 words Topic Discuss the relationship between Hong Kong and mainland using concepts introduced in this course. Introduction Hong Kong, located at the southern coastal of China, fully shows the diversification of culture, with a mix characteristics of different backgrounds. Hong Kong is currently under the rule of the PRC as a special administrative region, with the practice of One country, two system. Hong Kong exercises capitalism under the rule of the British government and thus continues its practice after the handover. Hong Kong is closely located to mainland, showing her essential role in the economic coordination. The number of cross-boundaries cooperation has been increasing steady, and today, Hong Kong and mainland develops an inseparable relationship in terms of political, economical and social aspect. Content I.Political Aspect One Country, Two Systems Article 23 Freedom of Speech, Expression and Press II.Economical Aspect Opportunities Provide Professional Financial Services CEPA Mainland as the Provider of Cheap Labor and Resources Logistics and Importance in Re-export Threats Competition with Shanghai III.Social Aspect Mainland-Hong Kong conflicts Parallel Imports Activities Mainland Immigrants Mainland Mothers Giving Birth in Hong Kong Cross-boundary School Kids Overheating in Property Market Identity Problems Chinese Identity and Hong Kong Identity Cultural Similarities I.Political Aspect One Country, Two Systems The idea of One country, two systems was first proposed by Deng Xiao-ping in 1978, the leader of the Chinese Communist Party at that time. As Hong Kong was ruled with the capitalist system under the rule of the British government, while Mainland China being ruled with the socialist system. Before the handover, rumor spark off saying Hong Kong was expected to operate under socialist system, thus lead to social unrest, as the public was afraid to lose their private property rights. As to settle the rumor, the Chinese Communist Party proposed the One country, two systems, which was expected that the idea could efficiently minimized the difference in political system after the handover. Chapter 1, Article 5 of the Hong Kong Basic Law, the constitutional document of the Hong Kong Special Administrative Region, reads The socialist system and policies shall not be practiced in the Hong Kong Special Administrative Region, and the previous capitalist system and way of life shall remain unchanged for 50 years. (i.e. 2047) The establishment of the special administrative region is authorized by the Article 31 of the Constitution of the Peoples Republic of China, which states that the State may establish SARs when necessary, and that the systems to be instituted in them shall be specific conditions. After the handover on 1 July 1997, the HKSAR was formally established, with her sovereignty returned to the Mainland. Since then, Hong Kong has been given high degree of autonomy, where she will be responsible for her domestic affairs, including judiciary and courts of last resort, immigration and customs, public finance, currencies and extradition. However, diplomatic relations and national defense are the responsibility of the Central Peoples Government in Beijing. Though the system was said to ensure Hong Kong could enjoy her autonomy, it was believed that the Central government in Beijing has been eventually spreading her power to interfere the politics in Hong Kong trough the leftist. It was generally believed that Hong Kong no longer enjoys her autonomy as she used to be, while more restriction has been posted on different institutions. For instance, the proposals in Article 23 of Basic Law, Hong Kong 818 incident and the vote rigging issue in the District Council elections. Article 23 The proposals in Article 23 of the Basic Law in 2003 have been withdrawn due to mass opposition. The Article is the basis of a security law proposed by the HKSAR government, reads The Hong Kong Special Administrative Region shall enact laws on its own to prohibit any act of treason, secession, sedition, subversion against the Central People's Government, or theft of state secrets, to prohibit foreign political organizations or bodies from conducting political activities in the Region, and to prohibit political organizations or bodies of the Region from establishing ties with foreign political organizations or bodies. In other words, the government plans to enact laws to protect her national security, which was considered as a threat that invading the publics right. In mid 2002, the Vice Premier

Engineering Strategy Essay Example | Topics and Well Written Essays - 1000 words

Engineering Strategy - Essay Example New product introduction strategies play a vital role in the success or failure of a new product in the market (Schneider & Yocum, 2004: 15). The Rover 75 was produced by the British automobile manufacturers, the Rover Group and the MG Rover. This model of vehicles was produced from 1998 to 2005. The compact executive car was introduced to the public in 1998 Birmingham Motor Show and the sales began in February 1999. Notably, it was the first rover to be sold in North America. As the vehicle was being introduced to the public, the manufacturers aimed at establishing a larger and more profitable market compared to the existing BMW series that were already a favorite to many. They had this factor in mind even during production and they had to make a car that was far much better than the BMW series. During the launch of the Rover 75, there was a speech that was meant at demeaning to financial standing of the British government to support the production of the Rover 75. The public took this to mean that the vehicle was substandard and would not match up to the BMW series. This thought definitely scared off many potential buyers and the manufacturers had to come up with better strategies to market their product (Jex, 2006: 98). The first introduction strategy they devised was introducing the model to the staff of the manufacturing company. These would be the immediate people who would get first-hand experience in what the car had to offer. From there, the staff and members of their family would extend information on the experience to those around them. This strategy worked as the car was soon embraced by the staff, their families and friends who created a good base for the market. The embrace that the Rover 75 got from this people eventually spilled over to the rest of the country and British as well. As early as 2000, the company recorded tremendous increase in sales

Male divine article Example | Topics and Well Written Essays - 500 words

Male divine - Article Example Key features of the character Superman are mapped on to Biblical texts. So, for example, Superman is descended from non-human holographic entity called â€Å"Jor-El† and destined to find a new life among strangers in a strange land (Earth) â€Å"like a diaspora Jew† (p. 5). A clear parallel is made between the extra-terrestial Superman and â€Å"an intelligence greater than our own.† (p. 6) Depiction of the infant with outstretched arms recalls the crucifixion, and the piercing blue eyes of Christopher Reeve are â€Å"part of a long tradition of celluloid saviors having blue eyes† (p. 8) The color blue, which is the main color in Superman’s costume is also linked with heaven, since the sky is blue. A number of stylistic references link Superman with Jewish culture, for example the mock religious oath â€Å"Holy Mackerel† and the ending â€Å"man† in â€Å"Superman† which is â€Å"a suffix common to many contemporary Jewish name s e.g. Silverman, Freedman, etc)† (p. 13) .

The Images of Women Used In Mass-Culture Advertising Assignment

The Images of Women Used In Mass-Culture Advertising - Assignment Example It is evidently clear from the discussion that there is a global tendency that has been emphasized by researchers – a kind of â€Å"international† practice of mass-media that is aimed at promoting consumerism ideology. Different â€Å"know-how† in the sphere of media is used to make this promotion especially effective. Globalization process is thought to be interconnected with consumerism. Apart from satisfying certain needs of humans, goods and services are included into the social and cultural sphere of people’s lives and acquire social meaning. The research of consumer behavior showed that consumption is more than the act of satisfying needs – in fact, it is the production of symbols as well. For example, we buy luxurious flats, brand-new models of cars, or modern clothes so that to send the message to people around us: â€Å"I am up-to-date and with huge income†; therefore by the very act of buying (i.e. consuming) we aim at providing cer tain information about ourselves. As Domzal and Kernan have it: The way people dress and otherwise adorn their bodies identifies them. It tells observers who people are (a young person, an executive, a gang member, a preppy) and what they are (adventuresome, sophisticated, anarchic). Advertisements and commercials, and, as a result, images of people that they show are crucial for developing among the citizen's certain models of behavior and making people follow certain consumption models. Mostly the images of women used in mass-culture advertising are characterized by certain standards, and their ultimate goal is to make people consume more goods. Mass society cultivates money, material wealth and physical beauty as ideals of paramount importance, with personal interests and those of country becoming secondary.