2. a) Write each vector in terms of unit vectors. b) Use unit vectors to express the vector č, where Č= 3.00Å – 4.005. c) Find the magnitude and direction of Č. d) Find the scalar product à · B. e) find the magnitude and direction of the vector product A x B. Là (3,60 m) 70.0 30.0 (2,4 m)

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Chapter1: Units, Trigonometry. And Vectors
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Based on the image below a) Find the magnitude and direction of Vector ?, d) Find the scalar product Vector ? ∙ Vector ? and e) find the magnitude and direction of the vector product ? x B
2. a) Write each vector in terms of unit vectors. b) Use unit vectors to express the vector C, where
=300Ä – 4.005. c)Find the magnitude and direction of Č. d) Find the scalar product A - B.
e) find the magnitude and direction of the vector product Å x B.
L Ä (3.60 m)
70.0°
30.0°
B (2.4 m)
Transcribed Image Text:2. a) Write each vector in terms of unit vectors. b) Use unit vectors to express the vector C, where =300Ä – 4.005. c)Find the magnitude and direction of Č. d) Find the scalar product A - B. e) find the magnitude and direction of the vector product Å x B. L Ä (3.60 m) 70.0° 30.0° B (2.4 m)
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