NOVA leads viewers on a mathematical mystery tour - a provocative exploration of math's astonishing power across the centuries. We discover math's signature in the swirl of a nautilus shell, the whirlpool of a galaxy, and the spiral in the centre of a sunflower. Math was essential to everything from the first wireless radio transmissions to the successful landing of rovers on Mars. But where does math get its power?
Chance or coincidence? In statistics, that is often the question. Examine how the mathematics of 'luck' can put the odds in your favour.
Learn how to solve a Rubik's cube, win a bike race, triumph in a boat race, iron a shirt without an iron, master the hula hoop and most importantly shine shoes with a banana.
A visit to the University of New Hampshire Survey Centre illustrates how pollsters create accurate surveys. They can then use details from their sample to make inferences about a whole population.
Wake up to great conversations and all the information you need to start your day. Michael Rowland and Del Irani are joined by Paul Kennedy with sport, Rachel Pupazzoni with finance and Kirsten Diprose with the weather. Includes an interview with mathematician and author Eugenia Cheng.
Does holding a heavier clipboard make you estimate that a jar of coins has more money in it than if you're holding a lighter clipboard? Psychologists use one-way ANOVA to analyse the data from this experiment.
Historical story of how statisticians built the case against DDT as the culprit behind plummeting peregrine falcon population numbers.
Host Dr Pardis Sabeti's own research examines possible genetic resistance to deadly Lassa fever in West Africa. Using inference for two-way tables helps untangle potential relationships.
Managers have no clue what conditions actually motivate their workers best, as shown by research conducted by Teresa Amabile, host of the original Against All Odds.
Comparing the activity and calorie expenditure levels of Western office workers and African hunter-gatherers adds some surprising new data to the science of obesity.
A brewer uses this technique to monitor quality differences in multiple batches of the same beer.
Is a newly discovered poem really written by William Shakespeare? Using statistical analysis of his known word use, researchers set up null and alternative hypotheses to investigate.
A battery manufacturer tests just a sample of its product to verify its claims about battery life. A margin of error and a confidence level help quantify its accuracy.
This quality control method helped Quest Diagnostics streamline and improve their system for processing and testing lab samples so they could meet their nightly deadlines.
Heights of third graders in one class. Quality scores for circuit boards at a factory. Taking multiple samples allows us to visualise the sampling distribution of the sample mean.
Sickle cell disease is an example of binomial distribution in families with two parents who are carriers for this genetic trait.
From the science of making choices to the solving power of algorithms, mathematician Lily Serna looks at how the logic of mathematics can help you make better, smarter decisions. In the process she steps us through some of its most important ideas and shows that, far from being stuck on a chalkboard in a lecture hall, it's all incredibly useful.
The US counts every resident every 10 years, or at least tries to. Statisticians use sampling from a population as an alternative to a complete count, as utilised at a potato chip factory.
We move beyond observational studies, like the one of marine life in the remote Line Islands, to designing experiments that manipulate various subject groups, as in the case of a medical study about osteoarthritis treatments.
This historical story describes how researchers untangled the relationship between smoking and lung cancer.
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