A cyclist travels from a place $$A$$ to a place $$B$$ along the same route at a uniform speed on different days. The following table gives the speed of his travel and the corresponding time he took to cover the distance.
Speed in $$km/hr$$ $$x$$ | $$2$$ | $$4$$ | $$6$$ | $$10$$ | $$12$$ |
Time in hrs $$y$$ | $$60$$ | $$30$$ | $$20$$ | $$12$$ | $$10$$ |
Draw the speed-time graph and use it to find
(i) the number of hours he will take if he travels at a speed of $$5km/hr$$
(ii) the speed with which he should travel if he has to cover the distance in $$40$$ hrs.