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2. Fig. 1 shows the two vectors A and B. (a) Find the magnitudes and directions of the vector products A x B and B x A using vector cross product definition and rules. Do not use unit vectors. (b) Write A and B in unit vector notation and using them determine the vector products A × B and BX A again. Compare your results in part 2(a) and 2(b). A (2.80 cm) 60.0⁰ 60.0⁰ B (1.90 cm) Fig. 1

2. Fig. 1 shows the two vectors A and B. (a) Find the magnitudes and directions of the vector products A x B and B x A using vector cross product definition and rules. Do not use unit vectors. (b) Write A and B in unit vector notation and using them determine the vector products A × B and BX A again. Compare your results in part 2(a) and 2(b). A (2.80 cm) 60.0⁰ 60.0⁰ B (1.90 cm) Fig. 1

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2. Fig. 1 shows the two vectors A and B. (a) Find the magnitudes and directions of the vector products A x B and B x A using vector cross product definition and rules. Do not use unit vectors. (b) Write A and B in unit vector notation and using them determine the vector products A x B and BX A again. Compare your results in part 2(a) and 2(b). A (2.80 cm) 60.0⁰ 60.0° B (1.90 cm) Fig. 1 X
Transcribed Image Text:2. Fig. 1 shows the two vectors A and B. (a) Find the magnitudes and directions of the vector products A x B and B x A using vector cross product definition and rules. Do not use unit vectors. (b) Write A and B in unit vector notation and using them determine the vector products A x B and BX A again. Compare your results in part 2(a) and 2(b). A (2.80 cm) 60.0⁰ 60.0° B (1.90 cm) Fig. 1 X
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