Apa yang di maksud dengan vektor?r, Suatu besaran yang memiliki nilai dan juga arah, Suatu nilai yang memiliki besaran dan juga arah, Suatu besaran yang memiliki arah dan juga nilai, Suatu arah yang memiliki nilai dan besaran, Jika vektor v = (2, - 3, 6) tentukan panjang (modulus) vektor v, |A| = √(2² + (-3)² + 6²) = √(4 + 9 + 36) = √49 = 7, v = √(2²+ (- 2)² + 6²) =√= √9 = 8, |v| = √(6² + (- 3)² + 2² )= √(4 - 9 + 36) = √49 = - 7, |v| = √(2² + (- 3)² + 6² )= √(4 - 9 + 6) = √49 = - 7, Sebutkan jenis-jenis vektor, NOL(0), EKUIVALEN, NEGATIF/LAWAN, NEGATIF/LAWAN, NOL(0), EKUIVALEN, Semua benar, EKUIVALEN, NOL(0), NEGATIF/LAWAN, Diketahui vektor A = (3, - 1, 2) dan B =( - 1, 4,3). Hitunglah vektor a + b, A+B = (1+(-1), -1+4 , 2+3) = (2, 3,5), A+B = (1+(-3), -1+4 , 2-3) = (2, 3,4), A+B = (3+(-2), -1+2, 3+1) = (5, 2, 3), A+B = (3+(-1), -1+4, 2+3) = (2, 3, 5), Jika A = (1,2 )dan B = (3,– 1) , maka 2a - 3b adalah, (-7,7), (7, -7), (-7, -7), 7,7)
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