3 and makes an angle of 285 degrees with the positive x-direction.  Express v in terms of components, with i and j  being unit vectors pointing in the x and y directions respectively. Give each component to 1 d.p.

Since the magnitude of the vector A is 6 units and its direction is north, the magnitude of the vector B is 3 units and its direction is south, what is the magnitude and direction of the vector 2A + 3B?

Given the vectors A= 2.00î + 6.00j and B 13.00i – 2.00j, (a) draw the vector sum Ć = A + B and the vector difference D = A - B. (b) Calçulate C and D, in terms of unit vectors. (c) Calculate C and D in terms of polar coordinates, with angles measured with respect to the positive x axis.

A vector A has a magnitude of 17 (in some unspecified units) and makes an angle of 23° with the x-axis, and a vector B has a magnitude of 24 and makes an angle of 70° with the x-axis. Compute the magnitudes and directions of the vectors. C = A + B (a) magnitude direction (b) C=A-B в magnitude direction (c) C = A + 4B magnitude direction (d) = -A-7B ℃ magnitude direction ° (counterclockwise from the +x-axis) ° (counterclockwise from the +x-axis) ° (counterclockwise from the +x-axis) O (counterclockwise from the +x-axis)