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3. Find the surface area of the parallelepiped with adjacent edges u = (4, 7, -8), v = (-2, 5, 11), and w = (9, -2, -8).

3. Find the surface area of the parallelepiped with adjacent edges u = (4, 7, -8), v = (-2, 5, 11), and w = (9, -2, -8).

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Tools Window Help 8047772.pdf (page 52 of 88) 18. Find the surface area of the parallelepiped with adjacent edges u = (4, 7, -8), v = (-2, 5, 11), and w = (9, -2, -8). 19. The position of one airplane is represented by (11, 10, 3) and a second airplane is represented by (-9, 14, 3). Determine the distance between the planes if one unit represents one mile. 20. Find the volume of the parallelepiped with adjacent edges u = (-2, 0.75, 4), v = (6, -0.3, 8), and w = (3,-2.5, 9). Bonus If v = (v₁, v₂) where u, and are not both 0 and u = 2v, find the measure of the angle between u and v. Chapter 8 46 with 40% off tv e
Transcribed Image Text:Tools Window Help 8047772.pdf (page 52 of 88) 18. Find the surface area of the parallelepiped with adjacent edges u = (4, 7, -8), v = (-2, 5, 11), and w = (9, -2, -8). 19. The position of one airplane is represented by (11, 10, 3) and a second airplane is represented by (-9, 14, 3). Determine the distance between the planes if one unit represents one mile. 20. Find the volume of the parallelepiped with adjacent edges u = (-2, 0.75, 4), v = (6, -0.3, 8), and w = (3,-2.5, 9). Bonus If v = (v₁, v₂) where u, and are not both 0 and u = 2v, find the measure of the angle between u and v. Chapter 8 46 with 40% off tv e
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