A. [3, 4] B. [-2,6] C. [4,3] Match the vector coordinates to each Cartesian vector. y M D 4 B 2 તા G A H N -4 -20 2 4 2 C 4 14. CD 15. JK 16. AB Κ 18 K D. [3,2] E. [5,0]

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
ChapterP: Prerequisites
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Problem 15T
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Match the vector coordinates to each Cartesian vector.
A. [3, 4]
y M
D
4
B
2
Α
G
H
A
N
-4
-2
0
2
4
x
K
2
C
4
14. CD
15. JK
16. AB
Match the magnitudes to their Cartesian vectors.
y↑
4
S
U
Y
2
R
-4 -2
4
x
V
P
2
X
W
4
17.
TU
18. VW
19. RS
B. [-2,6]
C. [4,3]
D. [3,2]
E. [5,0]
A. 5
B. √10
C. 10
D. 2√2
E. 1
Transcribed Image Text:Match the vector coordinates to each Cartesian vector. A. [3, 4] y M D 4 B 2 Α G H A N -4 -2 0 2 4 x K 2 C 4 14. CD 15. JK 16. AB Match the magnitudes to their Cartesian vectors. y↑ 4 S U Y 2 R -4 -2 4 x V P 2 X W 4 17. TU 18. VW 19. RS B. [-2,6] C. [4,3] D. [3,2] E. [5,0] A. 5 B. √10 C. 10 D. 2√2 E. 1
MNPQ is a parallelogram and R is the intersection point of the diagonals MP and NQ. Let u
→
= MN. Match the following expressions to their equivalents in terms of ✓ and v.
N
R
A. -ū
C. 2
E. V
G.
I.
B. +V
D. -
F. v
H. 0
J. 27
M
11.
MR + RQ
12.
PQ+ QN
13.
MN NP QM
=
MQ and
Transcribed Image Text:MNPQ is a parallelogram and R is the intersection point of the diagonals MP and NQ. Let u → = MN. Match the following expressions to their equivalents in terms of ✓ and v. N R A. -ū C. 2 E. V G. I. B. +V D. - F. v H. 0 J. 27 M 11. MR + RQ 12. PQ+ QN 13. MN NP QM = MQ and
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