Mechanics on the Symbolic Complex plane

Show that the time a force of magnitude cosec can act on an object at rest at (6,2) on a smooth SI complex plane is 8.5+26i seconds to 2 significant figures.

What this question is basically asking you to do is calculate 6+2i acted on by cosec which acts as a form of conjugate( the famous conjugate is * which creates a minus in the bracket so 6+2i becomes 6-2i cosec is different and creates a different set of functions from the fact that *=- such that cosec becomes arccosech inside the brackets) and then use this to calculate the distance the object moves across the complex plane and you can calculate the acceleration of the object by calculating the value of cosec for 6+2i((cosec(6+2i)/(6+2i)), which equals the force that acts on the object and then the mass is just 6+2i so you now have distance, acceleration and the object is at rest so you can plug the numbers into SUVAT and you have got the time.Fortunately, there is no friction to complicate things further because it is a smooth surface.

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