Weston Woods Animated Children's Books
World War II is fought to its bitter end in the Pacific and the world lives with the legacy of its final moment: the atomic bomb. Professor Miller continues the story as veterans return from the war and create new lives for themselves in the '50s. The GI Bill, Levittown, civil ri ghts, the Cold War, and rock 'n' roll are discussed.
This program presents the authors of the American Gilded Age, such as Edith Wharton, and juxtaposes them with social realists like Anzia Yez ierska. These writers expose the double world that made up turno fthecentury New York: that of the elite and that of th e poorest of the poor. Which of these realities is the more truly Amer ican?
Dave begins this journey at the home of Thaddeus Kosciuszko, a Polish engineer who was a compatriot of Benjamin Franklin and became head engineer of the Continental Army. Leaving land and goods to the benefit of released American slaves, Thaddeus ultimately returned to Poland to participate in a revolution in his native country. At Germantown, Dave visits the house that General Howe successfully defended and tells the little-known story of George Washington returning General Howe's dog after the conflict. At Valley Forge, Dave recall the harsh winters of 1777 and 1778, when General Von Steuben transformed the beleaguered Revolutionary army into an 18th century fighting force.
Weston Woods Animated Children's Books
Studying individuals with natural resistance to HIV has led to insight s into the infection process and may produce new treatments or a vacci ne. This session explores recent developments in the study of HIV and AIDS, the future global impact of the current infection levels, and th e ethical issues surrounding current research and treatments.
Force fields have definite properties of their own suitable for scient ific study.n
How has slavery shaped the American literary imagination and American identity? This program turns to the classic slave narratives of Ha rriet Jacobs and Frederick Douglass and the fiction of Harriet Beecher Stowe. What rhetorical strategies do their works use to construct an authentic and authoritative American self?
In Good Shape is the weekly health show on DW, covering all aspects of health care: what's new in medical treatment, alternative medicine, wellness and fitness - as well as nutrition and beauty. In our studio interview we discuss topics in-depth with specialists, and offer you opportunities to pose your own questions. Dr. Carsten Lekutat and Stefanie Suren are alternate hosts of the program and will provide a combination of video-rich features and insightful interviews that grapple with some of the larger issues in medical treatment and healthcare. As an interactive feature of the program we also ask viewers to request a program topic Dr. Carsten Lekutat is a qualified General Practitioner and works as a doctor in Berlin. He is also responsible for training medical students at the Berlin Charite hospital. Stefanie Suren is executive producer and presenter of In Good Shape. 'Keep it simple and straightforward' - that is her goal as a reporter, producer and presenter.
In his tribute to Revolutionary War sites in New York City, Dave also pay tribute to contemporary New York, the eastern terminus of the Lincoln Highway in New York City, and the New York tradition of Lombardi's pizza. Beginning at the Shrine to Liberty on Long Island, Dave recalls how their overnight retreat and the dense fog that descended saved Washington's troops. Dave explains that prisoners of war were kept in horrible conditions on ships in the Hudson River and that 20,000 of the 30,000 Hessian troops hired to supplement the British army died from unsanitary conditions, rather than battle wounds. The defeat at Fort Washington is followed by the Battle of Harlem Heights that renews the faith of Americans that they can win the war against the British.
Arts teachers communicate with students, and students communicate with each other, in respectful ways that encourage communication of origin al ideas through the arts. In this session, participants meet a dance teacher whose students draw choreographic inspiration from poetry and sign language. A visual art teacher gives her commercial art class a f anciful assignment that enables them to communicate a concrete idea th rough several visual media. A theatre teacher encourages student inter action around the dramatization and staging of fables. Finally, a voca l music teacher asks her students to use
What are the sounds and sights of an emerging global culture? From Wor ld Cup soccer to Coca Cola, modern icons reflect the intertwined cultu ral, political, and commercial dimensions of globalization. This unit listens to and looks at the music and images of global production and consumption from reggae to the Olympics.
Intellectual theories about the nature of man and his potential came t o the fore.n
This episode of GED Connection is called "Statistics and Probability." In it, the host and guests talk about where statistics come from and how to calculate the likelihood of something happening. Examples are g iven about how and where statistics ome into play in our daily lives. Government officials use the national census to figure out how much mo ney to spend and where to spend it. When certain people in the census are unaccounted for, a statistical equation is used. Marketers and pol lsters pick a sample of the population to do their research, and the a ccuaracy of that data depends on how well the sample is chosen. The di fferent types of samples that are covered are: random, systematic, and self-selected. This program also covers polls and surverys and explai ns margin of error. Probability (also called odds) is discussed using coins and playing cards as examples. Figuring out the odds in a situat ion is also used in daily life as well, like weighing the risk of a se rious medical procedure or deciding where or when to buy a house. Unde rstanding probability and statistics helps to make wise decisions.
The flapping of a butterfly's wings over Bermuda causes a rainstorm in Texas. Two sticks start side by side on the surface of a brook, only to follow divergent paths downstream. Both are examples of the phenome non of chaos, characterized by a widely sensitive dependence of the fu ture on slight changes in a system's initial conditions. This unit exp lores the mathematics of chaos, which involves the discovery of struct ure in what initially appears to be random, and imposes limits on pred ictability.