1. Two vectors A and Care defined in Figure 1. Determine Äxc. A. (96.0 m) sin 250R B. (96.0 m) cos 25k C. - (96.0 m ) si
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1. Two vectors A and Care defined in Figure 1. Determine Äxc. A. (96.0 m) sin 250R B. (96.0 m) cos 25k C. - (96.0 m ) si
1. Two vectors A and Care defined in Figure 1. Determine Äxc. A. (96.0 m) sin 250R B. (96.0 m) cos 25k C. - (96.0 m ) sin 25ºk. D. - (96.0 m) cos 25° k (120) Com E. (96.0 m) tan 25 Figure 1 35.0 2. Consider two vectors given by A = 3.001 - 4.00 and B = 6.00k. What is the dot product of the two vectors? A. 0.00 B. 6.00 C. 42.00 D. -6.00 E. -42.00 3. Which of the following is true about 4 x B I. AX B is zero if A is anti-parallel to B II. x B | is equal to BxA х III. AX B is perpendicular to the plane that contains A and B X A. B. C. D. E. I only I and II only I and III only II and III only I, II, and III
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