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- d = Find a complex vector d so that if F{(ƒo, ƒ1, ƒ2 ƒ3)} = ₹ then F{(−fo, − ƒ1, 0, 0)} = č® d.Calculate the triple scalar products w. (v × u) and u ⋅ (w × v), where u = (7, 2, −1), v = w. (vx u) = 330 = (2, 8, -3), and w = u. (w x v) = 350 = (9, 8, -10).Find the vector equation for the line of 5x + 3y - 2z = −1 and 5x + 5z = -4 intersection of the planes r = = 0,0) + t(15,00)