Determine whether u and v are equivalent. Explain. Vector Initial Point Terminal Point (2, 0) (-12, 1) (9, 4) (2, 9) u V Determine the magnitude and slope of each vector. ||u|| = ||v|| = slope, slope, = Interpret your results. u and v have the same magnitude and direction so they are equivalent. u and v have the same magnitude but not the same direction so they are not equivalent. u and v have the same direction but not the same magnitude so they are not equivalent. u and v do not have the same magnitude or direction so they are not equivalent.
Determine whether u and v are equivalent. Explain. Vector Initial Point Terminal Point (2, 0) (-12, 1) (9, 4) (2, 9) u V Determine the magnitude and slope of each vector. ||u|| = ||v|| = slope, slope, = Interpret your results. u and v have the same magnitude and direction so they are equivalent. u and v have the same magnitude but not the same direction so they are not equivalent. u and v have the same direction but not the same magnitude so they are not equivalent. u and v do not have the same magnitude or direction so they are not equivalent.
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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Transcribed Image Text:Determine whether u and v are equivalent. Explain.
Vector
Initial Point
Terminal Point
(2, 0)
(-12, 1)
(9, 4)
(2, 9)
u
V
Determine the magnitude and slope of each vector.
||u|| =
||v|| =
slope,
slope, =
Interpret your results.
u and v have the same magnitude and direction so they are equivalent.
u and v have the same magnitude but not the same direction so they are not equivalent.
u and v have the same direction but not the same magnitude so they are not equivalent.
u and v do not have the same magnitude or direction so they are not equivalent.
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