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<DIFFERENTIAL GEOMETRY L….. Consider the surface X : IR²1R³ (u, v) giver by x(u, v) = (v₁v², 41) 3 DIFFERENTIAL GEOMETRY LESSON a) Show that the surface is ruled surface. (Explain how we show) b)ls it a cylindrical or non-cylindrical surface? c)Find its distribution parameter. d)Find line of striction curve of the surface. Note: Please explain all of them. I want to understand how to solve. Do not write only result please. Thank you in advance. <DIFFERENTIAL GEOMETRY L….. Consider the surface X : IR²1R³ (u, v) giver by x(u, v) = (v₁v², 41) 3 DIFFERENTIAL GEOMETRY LESSON a) Show that the surface is ruled surface. (Explain how we show) b)ls it a cylindrical or non-cylindrical surface? c)Find its distribution parameter. d)Find line of striction curve of the surface. Note: Please explain all of them. I want to understand how to solve. Do not write only result please. Thank you in advance.
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a To show that the surface is a ruled surface we need to observe the vector equation Xuv uveu v... View the full answer
Related Book For
An Introduction to Measure Theoretic Probability
ISBN: 978-0128000427
2nd edition
Authors: George G. Roussas
Posted Date:
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