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24. Consider the following statements. 2 (i) If u and v are orthogonal in R then ||uv|| = ||u - v|| (ii) ||u||2 +
24. Consider the following statements. 2 (i) If u and v are orthogonal in R then ||uv|| = ||u - v|| (ii) ||u||2 + ||v|| = ||u + v||2 + |||u - v|| for all u, Which of the above statements is always true? v in R3. (a) neither (b) (i) only (c) (ii) only (d) (i) and (ii)
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Surfaces In Classical Geometries A Treatment By Moving Frames
Authors: Gary R Jensen, Emilio Musso, Lorenzo Nicolodi
1st Edition
3319270761, 9783319270760
