If vector a = 2i - 3j - k, vector b = -i + k, and vector c = 2j - k, then the area of the parallelogram whose diagonals are (vector a + vector b) and (vector b + vector c) is:

If a = (0, -1, 2), b = (1, 0, -1) and c = (2, -1, 0), then which of the following is a unit vector parallel to a - b - c?

If a = 2î + 3ȷ and b = î - ȷ, then a - b is:

If vectors a and b are perpendicular with |a| = 5 and |b| = 12, then |a + b| is equal to: