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18. MNPQ is a parallelogram and R is the intersection point of the diagonals MP and NQ. Let u = MQ and v = MN. Match the following expressions to their equivalents in terms of u and v. i. PN + PQ a. i f. + b. 2z g. - R C. F h. ii. MR + RN + QP d. นี i. ō 8. นี - j. 2v 19. Match the vector coordinates to each Cartesian vector. y M D i. GH 15 4 B 2 G H a. [3, 4] d. [3,2] A N b. [-2,6] e. [5,0] -4 -20 2 4 X c. [4,3] K ii. MN 2 C 4 J 20. Match the magnitudes to their Cartesian vectors. i. RS ii. XY U T y 4 2 R * -4-20 2- W 2 4 S Y a. 5 d. 2√2 b. 10 e. 1 2 4 x PQ c. 10

18. MNPQ is a parallelogram and R is the intersection point of the diagonals MP and NQ. Let u = MQ and v = MN. Match the following expressions to their equivalents in terms of u and v. i. PN + PQ a. i f. + b. 2z g. - R C. F h. ii. MR + RN + QP d. นี i. ō 8. นี - j. 2v 19. Match the vector coordinates to each Cartesian vector. y M D i. GH 15 4 B 2 G H a. [3, 4] d. [3,2] A N b. [-2,6] e. [5,0] -4 -20 2 4 X c. [4,3] K ii. MN 2 C 4 J 20. Match the magnitudes to their Cartesian vectors. i. RS ii. XY U T y 4 2 R * -4-20 2- W 2 4 S Y a. 5 d. 2√2 b. 10 e. 1 2 4 x PQ c. 10

College Algebra (MindTap Course List)
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter2: Functions And Graphs
Section2.2: The Rectangular Coordinate System And Graphing Lines
Problem 103E
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18. MNPQ is a parallelogram and R is the intersection point of the diagonals MP and NQ. Let u = MQ and v = MN. Match the following expressions to their equivalents in terms of u and v. i. PN + PQ a. i f. + b. 2z g. - R C. F h. ii. MR + RN + QP d. นี i. ō 8. นี - j. 2v 19. Match the vector coordinates to each Cartesian vector. y M D i. GH 15 4 B 2 G H a. [3, 4] d. [3,2] A N b. [-2,6] e. [5,0] -4 -20 2 4 X c. [4,3] K ii. MN 2 C 4 J 20. Match the magnitudes to their Cartesian vectors. i. RS ii. XY U T y 4 2 R * -4-20 2- W 2 4 S Y a. 5 d. 2√2 b. 10 e. 1 2 4 x PQ c. 10
Transcribed Image Text:18. MNPQ is a parallelogram and R is the intersection point of the diagonals MP and NQ. Let u = MQ and v = MN. Match the following expressions to their equivalents in terms of u and v. i. PN + PQ a. i f. + b. 2z g. - R C. F h. ii. MR + RN + QP d. นี i. ō 8. นี - j. 2v 19. Match the vector coordinates to each Cartesian vector. y M D i. GH 15 4 B 2 G H a. [3, 4] d. [3,2] A N b. [-2,6] e. [5,0] -4 -20 2 4 X c. [4,3] K ii. MN 2 C 4 J 20. Match the magnitudes to their Cartesian vectors. i. RS ii. XY U T y 4 2 R * -4-20 2- W 2 4 S Y a. 5 d. 2√2 b. 10 e. 1 2 4 x PQ c. 10
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