Is there a typo?
The facts do not add up . . .
Consider the top ten batsmen.In a cricket match, one team made 315 runs, all which are made by batsmen.
If all eleven batsmen have made different runs
and the batsmen who made maximum runs made 32 runs,
then at least how many runs must be made by the batsmen who made minimum runs?
They have 10 different scores with a maximum of 32.
The most they could have is: .
This leaves: . for the eleventh batsman,
. . which is clearly impossible.