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Is the work correct? If so, find the angle between vectors -2u and 3v and determine if the vectors are orthogonal, parallel, or neither. If

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  1. Is the work correct? If so, find the angle between vectors -2u and 3v and determine if the vectors are orthogonal, parallel, or neither.
  2. If the work or results not correct, state the errors and present the correct work.
image text in transcribed
module 7 V 20, - 3> J 2 + 2, 27 CO/ ORIGIN = (0, 0) - U = (0 - 3 ) - 20 (0 , 6 ) Left V = ( - 2 , 2 ) - 6, 6) A 3 V X m = y z-y, X2- XI - 40- 0 - 6 = - 1 D = ( - 6, 12 ) i (0 -0) -J ( 0 - 0) + K (0 - (- 36) | 0i - 0) + 36K CROSS product Area = 7/ (0)2 + (07 + ( 36)2 => 36

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