Speed, Distance & Time: Hard Test 7
15 questions · 15 minutes
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Example questions from this paper
A preview of the wording. The answer options and full explanations appear once you begin.
- The graph shows a cyclist's ride from home and back. What was her speed on the way home?
- A train 180 m long travelling at 30 m/s overtakes a train 120 m long travelling at 20 m/s in the same direction. How long does the overtaking take?
- A car travels the first 60 km of a 120 km journey at 40 km/h. What speed must it average for the second 60 km so that the average for the whole journey is 48 km/h?
- The table shows a runner's time for each 100 m of a 400 m race. In which section was she running fastest?
- Two towns are 300 km apart. Cars set off towards each other at the same time, one at 70 km/h and the other at 80 km/h. How far from the first town do they meet?
Before you begin, remember
- Use the formula triangle with distance on top and speed and time below. Cover the quantity you want and the triangle shows the calculation.
- Check the units first. A time of 30 minutes must become 0.5 hours before it is used with a speed in kilometres per hour.