Component Form
Write in component form...
Initial Point: (-3, 0)
Terminal Point: (0, -5)
< 3, -5 >
Express the vector <6, 5> in terms of the standard unit vectors i and j.
6i +5j
Given vector u=<−1,−2> and v=<4,2>, determine the value of 2u+2v in component form.
< 6, 0 >
Given vector < 3, 1 >
Find the magnitude.
√10
Given vector < 3, 1 >
Find the direction.
18o
Write in component form...
Initial Point: (-1, -3)
Terminal Point: (-6, -3)
< -5, 0 >
Express the vector <-3, 1> in terms of the standard unit vectors i and j.
-3i + j
Given vector u=<2,3> and v=<3,−3>, determine the value of u+2v in component form.
< 8, -3 >
Given vector < 3, 5 >
Find the magnitude.
√34
Given vector < 3, 5 >
Find the direction.
59o
Write in component form...
Initial Point: (-6, 3)
Terminal Point: (-5, 7)
< 1, 4 >
Express the vector <2,−1> in terms of the standard unit vectors i and j.
2i - j
Given vector u=<3,3> and v=<1,4>, determine the value of 3u−3v in component form.
< 6, -3 >
Given vector < -3, 4 >
Find the magnitude.
5
Given vector < -3, 4 >
Find the direction.
127o
Write in component form...
Initial Point: (-8, 3)
Terminal Point: (-4, 5)
< 4, 2 >
Express the vector <1,−3> in terms of the standard unit vectors i and j.
i - 3j
Given vector u=<−3,−2> and v=<−4,−6>, determine the value of 2u−2v in component form.
< 2, 8 >
Given vector < -6, -5 >
Find the magnitude.
√61
Given vector < -6, -5 >
Find the direction.
220o
Write in component form...
Initial Point: (-6, -6)
Terminal Point: (-2, 5)
< 4, 11 >
Express the vector <-3, -5> in terms of the standard unit vectors i and j.
-3i - 5j
Given vector u=<3,6> and v=<5,4>, determine the value of 2v−2u in component form.
< 4, -4 >
Given vector < 3, -4 >
Find the magnitude.
5
Given vector < 3, -4 >
Find the direction.
307o