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Physics test on VectorsA man walks 5kms. to the south from his house and then he returns towards east at 7kms. Determine the displacement of the walker.If vector 2i suri2i+ 2j + k and 3i – 6j + nk are mutually perpendicular. Then find the value of n.If two vectors are A = 2i – 3j + k and B = -2i + 4j – kFind the area of the parallelogram (if A, B are two adj. sides of the parallelogram)Find the area of the triangle (if A, B are two adj. sides of the triangle)Find the angle between the following vectors A = i + 2j – k, B = i + j – 2k Find the unit vector of the vector A = 2i + 3j.What is the torque of a force F = (2i – 3j + 4k) N acting at a point r = (3i + 2j +3k)M about the origin?Find the x and y components of the vector which has a magnitude of 10 units and direction 450 north of east.A force of 4i + 2j –3k N displaces an object to a displacement of 2i – 3j – k m then calculate the amount of work done.Components of a vector along x, y – axes is given by -4, -6 respectively. Then find the magnitude and direction of the vector. Linear momentum of an object is given by 2i+j-k and its position vector is i+j+2k. Find the angular momentum vector.

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