Pop-Up Geometry: The Mathematics Behind Cards Joseph O&Apos Rourke Cambridge University Press Αγγλικά Βιβλία Science

Anyone Browsing At The Stationery Store Will See An Incredible Array Of Pop-Up Cards Available For Any Occasion Workings And Books Can Be Remarkably Intricate Behind Such Designs Lies Beautiful Geometry Involving Intersection Circles Cones Spheres Movements Linkages Other Constructions Modelled By Algebraic Equations Whose Solutions Explain Dynamics Example Several Motions Rely On Three A Computation Made Every Second Gps Location Connecting Card Structures With Algebra Reveals Abstract Mathematics Performing Tangible Calculations Beginning Nephroid In 19Th-Century Design Is Now Frontiers Rigid Origami Algorithmic Computational Complexity All Topics Are Accessible To Those Familiar High-School No Calculus Required Explanations Supplemented 140+ Figures 20 Animations Σελίδες: 175 Διαστάσεις: 15 2X15 2Cm