Use the image to answer the question. Find the components of vector v. (1 point) O v={9,1) O v={-53) O v={6,1} O v= (5,7} -10 Which could be the initial point of vector u if it has a magnitude of 17 and the terminal point (3,13) ? (1 point) O (-5.-2) O (-5.2) O (5-2) O (5.2) \fVector 4F has initial point {4,3) and terminal point (-5,1). Determine the coordinates of the terminal point of AC if AC =248 . (1 point) O (-9.-2) O (18.4) O (2,7) O (4.-3 Let u = (-1,3) and w = (2, 4). Find the resulting vector of 2u -4w in component form. (1 point) O (-10,-10) O (-8,-8) O (- 3, 1) O (8,10)Given that u = (-3,4), write the vector u as a linear combination of standard unit vectors i and j. (1 point) O -31-4j O -31 +4j O 3i -4j O 3j + 4jGiven that u = (-3,4) and vector v has an initial point of (7,0) and a terminal point of (-5,2), find 2v - 3u and express your answer as a linear combination of i and j. (1 point) O -15i-8j O -15i+ 6j 15i -16j O 15i + 8jvectors i and j. Find the unit vector in the direction of u = (-3,2) . Write your answer as a linear combination of the standard unit (1 point) -3V/13 O u=- i+ 2V/13 13 13 1 = - 3/5. 25. 5 5 O u= 3V5;_2V5. 5 5 O u= 3/13 2V/13 13 13