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Using carefully chosen examples, demonstrate how Newton’s laws of motion work. Shows that the law of areas for central force motion is a consequence of the first two laws of motion. Several examples are...
Considers the problem of the orthogonal projection of a given triangle into an equilateral triangle. The problem is solved by considering the ellipse which touches the sides of the triangle at their...
Developing conic sections and focusing on the several projective definitions, namely those that are devoid of metric notions. Such a projective definition implies the construction of a conic by means of...
Argues that many aspects of everyday life have unsuspected mathematical implications. Investigates discreteness and continuity, looks at several problems concerned with evaluating maxima and minima, reveals...
Investigates the fourth dimension by extrapolating from the first, second and third.
Brendan Behan surveys Dublin and Dubliners, shedding light on his own character. Includes comments from his father and mother, his wife and his daughter.
An animated film exhibiting the relationship between a carom - a ball rebounding from a wall - and a reflection. This principle is used to solve elementary geometric inequalities leading up to an exploration...
Explores the techniques and uses of time-lapse photography, in particular showing its usefulness to the study of growing plants.
Aspects of the life and ‘practice’ of a curer from the more Hinduised portion of the Nepalese Himalaya, who has come into contact with western medicine.
A presentation of Shakespeare’s life and works backed by scenes of Elizabethan England.
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