Multiple Choice: [10 Marks] 1. If u = [2, 3, 4] and v = [-7, -6, -5] find 2u - 30 a) [9, 9, 9] b) [-17, -12, -7] c) [25, 24, 23] d) [25, -12, 9] 2. If u = [2, 3, 4] and v = [-7, -6, -5] find | 2u - 37 + 5j | a) V2525 b) V1995 c) V625 d) v588 3. If u = [2, 3, 4] and v = [-7, -6, -5] find u . i a) [-14, -18, -20] b) -27 c) [-9, -9, -91 d) -52 4. If u = [2, 3, 4] and v = [-7, -6, -5] find w orthogonal to both u & v a) [9, -18, 9] b) V486 c) [-14, -18, -20] d) [9, 9, 9] 5. If lu = 4, |v = 7 and the angle between these vectors is 1470 then u . v is: a) 15.2 b) 23.5 c) -15.2 d) -23.5 6. If lu = 4, |v = 7 and the angle between these vectors is 1470 then u x v is: a) 15.2 b) 23.5n c) 15.2n d) -23.5 7. Simplify: 3u + 46 - 8(u - 20) a) -5u + 20 b) -5u + 207 c) 4u + 20 d) -5u + 60 8. Write OP = (2, 1, -3) using standard unit vectors. a) 2x + y - 3z b) 2xty+ 3z c) 2i + j - 3k d) 27 + j+ 3k 9. Write 0Q = ( 0, -2, 0) using standard unit vectors. a) i - 2] + k b) -2j c) x - 2y + Z d) -2y 10. Write 0Q = 7j - 6k in component form. a) [7, -6] b) [1, 7, -6] c) [7, 6] d) [0, 7, -6]