1 In a school of 600 students, 360 are girls. There are 320 hockey players, of whom 200 are girls. Among the hockey players there are 28 goalkeepers, 19 of them girls. Find the probability that (i) (ii) (iii) (iv) (v) (vi) a student chosen at random is a girl a girl chosen at random plays hockey a hockey player chosen at random is a girl a student chosen at random is a goalkeeper a goalkeeper chosen at random is a boy a male hockey player chosen at random is a goalkeeper (vii) a hockey player chosen at random is a male goalkeeper (viii) two students chosen at random are both goalkeepers (ix) two students chosen at random are a male goalkeeper and a female goalkeeper (x) two students chosen at random are one boy and one girl.​