Find a nonzero vector that is perpendicular to the vector
u = < -2, 7>
Given u and v are orthogonal
Compute the dot product and set it to zero.
For the vectors u, v and w shown in the figure, which
one of the following relations is TRUE?
You may choose any real number for
Solve for
We can only solve for either
![](Ch71481.JPG)
or
![](Ch71482.JPG)
in terms of the other.
e)
![](Ch70595.JPG)
,
d)
![](Ch70597.JPG)
,
c)
![](Ch70599.JPG)
,
b)
![](Ch70601.JPG)
,
a)
![](Ch70603.JPG)
,
What is the direction angle
q and the magnitude || v || of the vector
7.3.1. (001-Final-1
$7.3)
Solution of Old Exams Problems
Chapter
7
e)
d)
c)
b)
a)
7.3.2 (002-Final-13
$7.3)
However, the coordinates of the vector states that the
sin(
q
) > 0 and cos(
q
) < 0 ==>