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1-50 of 101
- A highly driven law student eludes her entitled rival as she retraces the path of the underground railroad.
- Erica and Dean enter what they think is their final therapy session, when they are surprised with the outcome of the termination phase.
- A zombie finds a flower that brings her to the threshold of consciousness-only to be dispatched by a heartless survivor.
- A collection of STEM (Science Technology Engineering and Math) short films to help children relate STEM concepts to the environment in which they live.
- Someone's head is in the gutter...
- In an alternate reality where memories are literally worn about one's head, a jilted lover wrestles with the image of his ex.
- A young girl and her brother struggle to fit in as they cope with the horrors of their past.
- Age of Kaos is an exploration into the nature of reality and perception. When a young nurse finds herself caring for a famous comic book writer with dementia, she struggles to find a way to help him escape the terror and loneliness of a world that only he can see.
- Tory and Robert explore the use of dead reckoning on their own mini-adventure. Discover what dead reckoning is in order to calculate the distance traveled in a single direction.
- Enid is planning her dream house, and Tony helps her plan for the electrical circuits needed.
- Tony and Enid discuss the consequences of the speed of light being constant.
- Tony and Amaka discuss what it will take to reach the the US Department of Energy's wind energy goals.
- Robert and Tory analyze how fisheries are managed using biomass and mortality data.
- Tony and Enid look at examples of recursion in literature, nature, art, and music.
- Tory and Robert design an experiment to study bird's food-dropping behavior.
- Enid gives Tony and Amaka a choice between linear and exponential growth models.
- Robert and Tory look at the mysterious Golden Rectangle.
- Tony and Amaka discuss how tsunamis are created and what can make them destructive.
- Amaka and Tony study retail behavior differences between men and women.
- Learn about the different kinds of bridges that are out there with Enid and Tony. Discover how the varying designs use compression and tension.
- Enid and Tory explore the differences between females and males in mammals. While tigers display obvious differences similar to humans, Enid and Tory discuss deductive reasoning and conjectures to see how accurate predictions are when it comes to a variety of mammals.
- Tory and Robert become carpenters for the day as they prepare to build their dream tree house. Discover and watch the dynamic duo work and see why parallel lines and references are so essential to builders.
- Michelle and Tony set out to investigate how rotational symmetry of revolving doors play a key role in the development of skyscrapers. Discover how air pressure affects how skyscrapers are built, and why revolving doors are an essential technology to have.
- Are you ready for the model hang glider challenge? The cast is in it to win it as they discover just how important it is to use triangle congruence in their models.
- Amaka and Robert explore the use of triangles and discover how trusses are essential in building because of their strength.
- Take a look with Tony at Enid's new diamond ring and see how complex diamonds truly are. What does the refractive index, reflected light and light dispersion have to do with diamonds? Let's Find out.
- Discover how many different ways there are to scale a model as Enid and Tony explore the scales with a pool, as well as the scale model of a cube.
- Go with Robert and Tory as they use an indirect method to determine the height of a wall. Watch the duo test the accuracy of two different measurement methods to see which one prevails.
- Amaka and Tony provide data on earthquakes and how they are measured. Utilize trilateration to find the epicenters of historical earthquakes and discover whether or not they lie on known fault lines.
- Take a look at the view with Enid and Amaka as they observe the big city. The duo will analyze the population density in various parts of Los Angeles with the help of a map and a lot of pennies.
- Tory and Robert show how the use of simple algebra (and a parabola) can determine the trajectory of a dirt bike after it is launched off a ramp.
- Did you know that parabolic shapes can be used to focus energy? The cast take a look at their own parabolic invention to see how well sunlight can generate electricity.
- Amaka and Enid explore the use of complex and imaginary numbers to understand how imaginary numbers play a role in the context of electrical circuits.
- Come explore the history of Quonset Huts and Nissen Huts with Enid and Tony. Discover how these huts were utilized during World War II, and how their design can still be beneficial for building designs today.
- Tory and Enid take a trip to the zoo to study the lifespan of various animals. Through the use of the body mass hypothesis and heartbeat hypothesis, they discover how well you can predict an animal's lifespan. Think you know which animal at your zoo will live the longest? Let's find out.
- Enid and Robert are preparing for a picnic. They explain how the USDA uses Newton's Law of Cooling in order to follow safe cooking regulations based on time and temperature, and what you can do to prepare for your own bacteria-free picnic.
- Amaka and Tony discuss and analyze how 3-D printers compare with traditional manufacturing on an economic level. In the end, are 3-D printers worth the cost?
- Robert and Tory go on a field trip to the LA River to explore the river's ecology. The two discuss how the river could be restored so that fish can return and thrive in the more environmentally friendly waters.
- Using terminal velocity, find out how high a para-sailer can go with Amaka and Robert as they sort through the information you need to know for your next para-sailing adventure.
- Visit an arboretum at Cal Tech with Tony and Tory as they take a look at how to assess trees for diseases through different risk factors. After looking at all risk factors involved, numerical probability is assigned to find the treatment of a particular tree.
- Take a look at the hazards associated with volcanoes with Amaka and Robert. Learn what kind of damage can occur after a volcanic eruption and how the information is collected.