3) The magnitudes of the vectors C and D shown in the figure below are C = 4.0 m and D = 2.5 m. Find graphically: (a) C + D; (b) C-D. C 4 m y 60° 2.5 m D x 4) Two vectors have equal magnitudes of 2.0 m. Find graphically the angle between them if the magnitude of their resultant is (a) 3.0 m; (b) 1.0 m. In each case use the law of cosines to confirm your answer.

Physics for Scientists and Engineers with Modern Physics
10th Edition
ISBN:9781337553292
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter3: Vectors
Section: Chapter Questions
Problem 9P: The displacement vectors A and B shown in Figure P3.9 both have magnitudes of 3.00 m. The direction...
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4) Two vectors have equal magnitudes of 2.0 m. Find graphically the angle between them if the magnitude of their resultant is (a) 3.0 m; (b) 1.0 m. In each case use the law of cosines to confirm your answer. Problems 3 and 4 are graphical solutions. Please use a protractor, ruler, and compass and work as accurately as possible. Alternatively, you could use a vector drawing program to work out the geometry
3) The magnitudes of the vectors C and D shown in the figure below are C = 4.0 m and D = 2.5
m. Find graphically: (a) C + D; (b) C-D.
C
4 m
y
60°
2.5 m
D
x
4) Two vectors have equal magnitudes of 2.0 m. Find graphically the angle between them if the
magnitude of their resultant is (a) 3.0 m; (b) 1.0 m. In each case use the law of cosines to
confirm your answer.
Transcribed Image Text:3) The magnitudes of the vectors C and D shown in the figure below are C = 4.0 m and D = 2.5 m. Find graphically: (a) C + D; (b) C-D. C 4 m y 60° 2.5 m D x 4) Two vectors have equal magnitudes of 2.0 m. Find graphically the angle between them if the magnitude of their resultant is (a) 3.0 m; (b) 1.0 m. In each case use the law of cosines to confirm your answer.
Problems 3 and 4 are graphical solutions. Please use a protractor, ruler, and compass and
work as accurately as possible. Alternatively, you could use a vector drawing program to
work out the geometry.
1) A stone released at the top of the shaft of a well hits the water 1 55 s later (a) How deen is
Transcribed Image Text:Problems 3 and 4 are graphical solutions. Please use a protractor, ruler, and compass and work as accurately as possible. Alternatively, you could use a vector drawing program to work out the geometry. 1) A stone released at the top of the shaft of a well hits the water 1 55 s later (a) How deen is
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