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The box shown in x B A D У is the unit cube having one corner at the origin and the coordinate planes for three of its faces. Find the cosine of the angle between AB and AĎ. O O O O 1. cos 0 2. cos 0 = 3. cos 0 = 0 4. cos 0 5. cos 0 = 6. cos 0 = 1 - انت √3 NEST NIH 2 √3 2 ت انت 2 3

The box shown in x B A D У is the unit cube having one corner at the origin and the coordinate planes for three of its faces. Find the cosine of the angle between AB and AĎ. O O O O 1. cos 0 2. cos 0 = 3. cos 0 = 0 4. cos 0 5. cos 0 = 6. cos 0 = 1 - انت √3 NEST NIH 2 √3 2 ت انت 2 3

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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The box shown in X B A 2 C D Y is the unit cube having one corner at the origin and the coordinate planes for three of its faces. Find the cosine of the angle between AB and AĎ. O O 1. cos 0 2. cos = 3. cos 0 = 0 4. cos = 5. cos 0 = 6. cos 0 = - 1103 1 √3 1 2 1 √2 √3 2 ته است
Transcribed Image Text:The box shown in X B A 2 C D Y is the unit cube having one corner at the origin and the coordinate planes for three of its faces. Find the cosine of the angle between AB and AĎ. O O 1. cos 0 2. cos = 3. cos 0 = 0 4. cos = 5. cos 0 = 6. cos 0 = - 1103 1 √3 1 2 1 √2 √3 2 ته است
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