The circumference of a circular track is 9 km. A cyclist rides round it a number of times and stops after covering a distance of 302 km. How far is the cyclist from the starting point (along the track)?
Worked solution (try it first)
Each lap is 9 km.
Divide 302 by 9: 9×33=297, with 302−297=5 km left over.
After 33 full laps the cyclist is back at the start, then rides 5 km more.