Physics, 08.07.2019 23:00 hadellolo8839

Find the angle between each pair of vectors below. (1 point each) a. a = 2x + 3y a = 4x + 2y b. a = x + y a = x – y c. a = 2x – 3y a = 5x + y d. a = x – 6y b = 2x – 2y question 7 (2 points) two cars are driving down separate streets in the same city. the velocity of car a is given by the vector a = (2x + 3y) m/s. the velocity of car b is given by the vector b = (5x + 2y) m/s. what is the angle between the paths of the two cars? (2 points) question 8 (2 points) for three-dimensional vectors, the dot product is given by this equation: a·b = axbx + ayby + azbz a. based on this definition, what is the dot product of the vectors shown below? (1 point) a = 2x + 2y – z b = –3x – y + 3z b. what is the angle between the two vectors above? (1 point) question 9 (2 points) the velocity vectors of two airplanes are given below. a = (250x + 350y – 50z) m/s b = (100x – 500y + 50z) m/s what is the angle between the paths of the two airplanes? (2 points)

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Find the angle between each pair of vectors below. (1 point each) a. a = 2x + 3y a = 4x + 2y b. a =...

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